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(e.g., arrange three copies of the same triangle so that the three angles appear to form a line, and give an argument in terms of transversals why this is so)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"32","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T18:40:26+00:00"},{"identifier":"96b6e2e1-d663-48dc-835c-5ede603b45a7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/96b6e2e1-d663-48dc-835c-5ede603b45a7","fullStatement":"solve linear equations both algebraically and graphically, including examples of linear equations in one variable with one solution, infinitely many solutions, or no solutions (e.g., equivalent equations of the form x = a, a = a, or a = b results where a and b are different numbers)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"45","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T18:39:09+00:00"},{"identifier":"17b40182-00fe-44ab-a148-4d4d18429724","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/17b40182-00fe-44ab-a148-4d4d18429724","fullStatement":"solve multi-step real life and mathematical problems posed with positive and negative rational numbers in any form (whole numbers, fractions, and decimals) by applying properties of operations as strategies to calculate with numbers, converting between forms as appropriate; and assessing the reasonableness of answers using mental computation and estimation strategies (e.g., If a woman making $25 an hour gets a 10% raise, she will make an additional 1/10 of her salary an hour, or $2.50, for a new salary of $27.50. If you want to place a towel bar 9 3/4 inches long in the center of a door that is 27 1/2 inches wide, you will need to place the bar about 9 inches from each edge; this estimate can be used as a check on the exact computation)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"55","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T18:37:28+00:00"},{"identifier":"c676a624-2d55-4566-aea1-53facab06fb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/c676a624-2d55-4566-aea1-53facab06fb4","fullStatement":"find the common multiples of two whole numbers less than or equal to 12 and the common factors of two whole numbers less than or equal to 100; find the greatest common factor of 2 whole numbers and use the distributive property to express a sum of two whole numbers 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strip of land with length 3/4 mile and area 1/2 square mile; create a story context for (2/3)/(3/4) and use a visual fraction model to show the quotient; use the relationship between multiplication and division to explain that (2/3)/(3/4) = 8/9 because 3/4 of 8/9 is 2/3 (i.e., (a/b)/(c/d) = ad/bc)]","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T18:33:05+00:00"},{"identifier":"f9cd0ebb-84e8-4dd1-a2a7-b3e9982325d4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f9cd0ebb-84e8-4dd1-a2a7-b3e9982325d4","fullStatement":"interpret and compute quotients of fractions to solve word problems involving division of fractions by fractions, including reasoning strategies such as visual fraction models and equations to represent the problem [e.g., find the width of a rectangular strip of land with length 3/4 mile and area 1/2 square mile; create a story context for (2/3)/(3/4) and use a visual fraction model to show the quotient; use the relationship between multiplication and division to explain that (2/3)/(3/4) = 8/9 because 3/4 of 8/9 is 2/3 (i.e., (a/b)/(c/d) = ad/bc)]","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T18:32:03+00:00"},{"identifier":"6090eb83-7902-42c8-9934-5ee8ab43baea","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6090eb83-7902-42c8-9934-5ee8ab43baea","fullStatement":"interpret a fraction as division of the numerator by the denominator (a/b = a \u00f7 b); solve word problems involving division of 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composite","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"048c0ccf-4afb-4ea0-98c2-75c8cb945057","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/048c0ccf-4afb-4ea0-98c2-75c8cb945057","fullStatement":"demonstrate that a plane figure which can be covered without gaps or overlaps by \"n\" unit squares is said to have an area of \"n\" square units","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"28","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"04c4ac7a-8a5e-447c-8360-37d34fa7ac42","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/04c4ac7a-8a5e-447c-8360-37d34fa7ac42","fullStatement":"interpret key features of exponential functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; asymptote; and end behavior); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"52","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"04d63ef5-7b88-4f58-ae17-dd0fd0ac5032","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/04d63ef5-7b88-4f58-ae17-dd0fd0ac5032","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"D","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05016cae-77c5-4712-afbc-b4eeee086161","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05016cae-77c5-4712-afbc-b4eeee086161","fullStatement":"determine whether two quantities are in a proportional relationship (e.g., by testing for equivalent ratios in a table or graphing on a coordinate plane and observing whether the graph is a straight line through the origin)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0509590c-3b4f-4ce7-939e-7d95f38389a0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0509590c-3b4f-4ce7-939e-7d95f38389a0","fullStatement":"express the length of an object as a whole number of length units, by laying multiple copies of a shorter object (the length unit) end to end; understand that the length measurement of an object is the number of same-size length units that span it with no gaps or overlaps","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"20","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0518e280-c4f8-449d-a417-4efbf72355fd","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0518e280-c4f8-449d-a417-4efbf72355fd","fullStatement":"find the conjugate of a complex number; use conjugates to find quotients of complex numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"65","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05b1caea-84e8-4ba2-baa9-06c1eaaa196e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05b1caea-84e8-4ba2-baa9-06c1eaaa196e","fullStatement":"solve word problems involving multiplication of a fraction by a whole number, e.g., by using visual fraction models and equations to represent the problem. (e.g., if each person at a party will eat 3/8 of a pound of roast beef and there will be five people at the party, how many pounds of roast beef will be needed? Between what two whole numbers does your answer lie?)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05b2aad1-4c25-4756-96d5-5bcec02b1b3e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05b2aad1-4c25-4756-96d5-5bcec02b1b3e","fullStatement":"know that numbers that are not rational are called irrational; understand informally that every number has a decimal expansion; for rational numbers show that the decimal expansion repeats eventually, and convert a decimal expansion which repeats eventually into a rational number","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"1","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05c6fa06-f9c4-45b5-9f1f-272671b7c352","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05c6fa06-f9c4-45b5-9f1f-272671b7c352","fullStatement":"classify two-dimensional figures in a hierarchy based on properties (polygons, triangles, and quadrilaterals)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"37","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05e84326-d138-49eb-847f-734ed9461fe9","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05e84326-d138-49eb-847f-734ed9461fe9","fullStatement":"use linear, quadratic, and cubic regressions as well as the correlation coefficient to evaluate supply and demand, revenue, profit, and other financial problem situations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"05fa9fe6-1591-4b75-bc00-93ef5c480031","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/05fa9fe6-1591-4b75-bc00-93ef5c480031","fullStatement":"understand that, unlike multiplication of numbers, matrix multiplication for square matrices is not a commutative operation, but still satisfies the associative and distributive properties","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06209ef4-78f2-45d6-9345-f094f94aefe1","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06209ef4-78f2-45d6-9345-f094f94aefe1","fullStatement":"represent a fraction 1/b on a number line diagram by defining the interval from 0 to 1 as the whole and partitioning it into \"b\" equal parts; recognize that each part has size 1/b. Recognize that a unit fraction 1/b is located 1/b whole unit from 0 on the number line","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0649dafc-2f56-4ce5-a7ca-311d305ab4d7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0649dafc-2f56-4ce5-a7ca-311d305ab4d7","fullStatement":"classify shapes as two-dimensional (lying in a plane, \"flat\") or three-dimensional (\"solid\")","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"064fe298-50cf-4c85-a43a-52ffea5fef7e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/064fe298-50cf-4c85-a43a-52ffea5fef7e","fullStatement":"identify whether the data are categorical or quantitative (numerical)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"6","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06606335-2e4d-452d-acd4-4f3802dc1598","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06606335-2e4d-452d-acd4-4f3802dc1598","fullStatement":"use similarity criteria for triangles to solve problems and to prove relationships in geometric figures","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"23","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0686081b-72f8-4654-aaa0-300bcc60dddb","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0686081b-72f8-4654-aaa0-300bcc60dddb","fullStatement":"Statistics and Probability","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"E","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0689722b-11a4-4de4-9394-88dd81b3c6b8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0689722b-11a4-4de4-9394-88dd81b3c6b8","fullStatement":"evaluate limits of functions and apply properties of limits, including one-sided limits","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06907392-10b7-477d-b00f-723ad76b7b6b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06907392-10b7-477d-b00f-723ad76b7b6b","fullStatement":"construct a tangent line from a point outside a given circle to the circle","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"56","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06999384-6746-4574-baa2-846eb380238a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06999384-6746-4574-baa2-846eb380238a","fullStatement":"complete the square in a quadratic expression to reveal the maximum or minimum value of the function it defines","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"20","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06ad3198-05e3-45e5-80cf-8509e12b370f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06ad3198-05e3-45e5-80cf-8509e12b370f","fullStatement":"add, subtract, and multiply polynomials","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"1","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06b77da8-f4eb-473e-b4a9-ed68f63f50db","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06b77da8-f4eb-473e-b4a9-ed68f63f50db","fullStatement":"solve problems involving scale drawings of geometric figure, including computing actual lengths and areas from scale drawing and reproducing a scale drawing at a different scale","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"14","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"06d63a8b-3fa8-4701-8770-68bfce5a18f5","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/06d63a8b-3fa8-4701-8770-68bfce5a18f5","fullStatement":"Statistics and 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show and interpret key features including intercepts and end behavior","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"51","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e058008-60b9-457e-afc7-15a5f2a78c1f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e058008-60b9-457e-afc7-15a5f2a78c1f","fullStatement":"identify and describe relationships among inscribed angles, radii, chords, tangents, and secants (i.e., the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"28","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e36ad5a-c61c-42ec-922b-65e83286b20f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e36ad5a-c61c-42ec-922b-65e83286b20f","fullStatement":"relate the domain of a function to its graph and, where applicable, to the quantitative relationship it describes (e.g., if the function h(n) gives the number of person\u2010hours it takes to assemble n engines in a factory, then the positive integers would be an appropriate domain for the function)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e5577d9-12ac-4860-9553-5093225d27b8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e5577d9-12ac-4860-9553-5093225d27b8","fullStatement":"interpret key features of linear, quadratic, and exponential functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; symmetries; asymptotes; end behavior); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"62","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e6ed6f4-8446-43f3-90f2-b3a94dfa7703","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e6ed6f4-8446-43f3-90f2-b3a94dfa7703","fullStatement":"Mathematics - 2","CFItemType":"Course","CFItemTypeURI":{"title":"Course","identifier":"991680a9-db89-445d-82c7-69195177c62b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/991680a9-db89-445d-82c7-69195177c62b"},"listEnumeration":"24","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e87d34f-f6ae-48cd-97e4-4522052efd59","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e87d34f-f6ae-48cd-97e4-4522052efd59","fullStatement":"define span and what it means for linear combinations to be a span of vectors; connect span to simple authentication schemes; understand the geometric depiction of the span of vectors over R and the geometry of solution sets of homogenous linear equations and systems; understand the geometric interpretations of R^2 and R^3","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e8e57e2-c2b1-4104-996a-fc71fcee0e76","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e8e57e2-c2b1-4104-996a-fc71fcee0e76","fullStatement":"recognize the general uniqueness and existence of solutions for Step functions, and will use the Laplace transform to find solutions to Step functions.","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"31","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"0e97b2b1-b950-450e-8a55-1726fddb6684","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/0e97b2b1-b950-450e-8a55-1726fddb6684","fullStatement":"identify the effect on the graph of replacing f(x) by f(x) + k, k f(x), f(kx), and f(x + k) for specific values of k (both positive and negative); 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ages)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"65","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"144a421e-20e6-4b27-83e5-2f7788676d06","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/144a421e-20e6-4b27-83e5-2f7788676d06","fullStatement":"explain that a compound event is the fraction of outcomes in the sample space for which the compound event 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use positive and negative numbers to represent quantities in real-world contexts, explaining the meaning of 0 in each situation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"7","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1c97dc6f-1ffb-404c-9cbb-5c49efec69e7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1c97dc6f-1ffb-404c-9cbb-5c49efec69e7","fullStatement":"weigh the possible outcomes of a decision by assigning probabilities to payoff values and finding expected values","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"58","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1ca44c06-6eef-4c48-ba61-ebfa17b2c2e7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1ca44c06-6eef-4c48-ba61-ebfa17b2c2e7","fullStatement":"Expressions and Equations","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1cb1bf0d-528c-4343-95a2-9013b858700a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1cb1bf0d-528c-4343-95a2-9013b858700a","fullStatement":"add vectors end-to-end, component-wise, and by the parallelogram rule; understand that the magnitude of a sum of two vectors is typically not the sum of the magnitudes","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"45","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1cbe3601-fd4e-4e35-b512-266917e4b976","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1cbe3601-fd4e-4e35-b512-266917e4b976","fullStatement":"tell and write time to the nearest hour and half-hour using analog and digital clocks","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1cd83dcb-f51b-4c21-96dc-44cb5528fea6","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1cd83dcb-f51b-4c21-96dc-44cb5528fea6","fullStatement":"interpret key features of graphs and tables in terms of the quantities for a function that models a relationship between two quantities, and sketch graphs showing key features given a verbal description of the relationship; key features include: intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; symmetries; end behavior; and periodicity","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"18","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1cf67691-e1f5-4d40-8bf6-9fc533e9abd2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1cf67691-e1f5-4d40-8bf6-9fc533e9abd2","fullStatement":"solve word problems leading to inequalities of the form px + q > r or px + q < r, where p, q, r are specific rational numbers; graph the solution set of the inequality and interpret it in the context of the problem","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"13","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1d29a7a1-5804-49fe-a83d-11425bc5d086","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1d29a7a1-5804-49fe-a83d-11425bc5d086","fullStatement":"solve real-world and mathematical problems by writing and solving equations of the form x + p = q and px=q in which p and q are rational numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1d452a9c-3486-4ae9-9d4a-e898119306cd","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1d452a9c-3486-4ae9-9d4a-e898119306cd","fullStatement":"define and understand what the null space is by connecting to concepts of homogenous linear systems/matrix equations, and error correcting codes such as linear codes and Hamming's code","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"23","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1d48fb86-181c-497e-bf6d-736537e9972d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1d48fb86-181c-497e-bf6d-736537e9972d","fullStatement":"add and subtract fluently within 1,000 using strategies and algorithms based on place value, properties of operations, and/or the relationship between addition and subtraction","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"11","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1d81b479-9607-4c94-a19c-52198e27df0a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1d81b479-9607-4c94-a19c-52198e27df0a","fullStatement":"interpret the equation y = mx + b as defining a linear function whose graph is a straight line; give examples of functions that are not linear (e.g., the function A = s\u00b2 giving the area of a square as a function of its side length is not linear because its graph contains the points (1, 1), (2, 4) and (3, 9), which are not on a straight line)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"17","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1dddf6c1-98f8-4593-8afa-a07bbc68897d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1dddf6c1-98f8-4593-8afa-a07bbc68897d","fullStatement":"explain why the x-coordinates of the points where the graphs of the equations y=f(x) and y=g(x) intersect are the solutions of the equation f(x)=g(x); find the solutions approximately (e.g., using technology to graph the functions, make tables of values, or find successive approximations)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"16","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1e59bf34-dd2c-4251-b43d-a943ad527963","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1e59bf34-dd2c-4251-b43d-a943ad527963","fullStatement":"Measurement and Data","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1e747538-1c38-4acd-ba23-d24534529c52","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1e747538-1c38-4acd-ba23-d24534529c52","fullStatement":"recognize the structure of solution sets to higher order linear differential equations, the basic Existence and Uniqueness Theorem, and the generalization of the Wronskian for higher order equations.","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1e9a6adf-6020-45eb-a291-247f204fc7dc","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1e9a6adf-6020-45eb-a291-247f204fc7dc","fullStatement":"evaluate expressions with specific non-negative rational numbers for the variable (i.e., fractions, decimals, and whole numbers); include expressions that arise from formulas in real-world problems; perform arithmetic operations, including those involving whole-number exponents, using order of operations when there are no parentheses (e.g., use the formulas V = s\u00b3 and A = 6s\u00b2 to find the volume and surface area of a cube with sides of length s = 1/2)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"27","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"1e9b721b-f097-4592-8766-384cef6089a8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/1e9b721b-f097-4592-8766-384cef6089a8","fullStatement":"use variables to represent two quantities in a real-world problem that change in relationship to one another; write an equation to express one quantity, the dependent variable, in terms of the other quantity, the independent variable; 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describe a sequence of transformations, that when given, proves similarity between two figures","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"20614d23-3b63-40a7-b612-9100a961074f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/20614d23-3b63-40a7-b612-9100a961074f","fullStatement":"solve problems involving velocity and other quantities that can be represented by vectors","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"2068d9f2-c662-4fe8-abde-24aa661efa4f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/2068d9f2-c662-4fe8-abde-24aa661efa4f","fullStatement":"examine cause and effect of contextual changes","CFItemType":"IOA","CFItemTypeURI":{"title":"IOA","identifier":"17be14a4-d1a0-4470-8b2e-5733d5df0f1e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/17be14a4-d1a0-4470-8b2e-5733d5df0f1e"},"humanCodingScheme":"e","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"20884496-ccf9-4701-bcb0-2861331c1b08","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/20884496-ccf9-4701-bcb0-2861331c1b08","fullStatement":"represent sample spaces using tree diagrams, lists, simulations, and tables to identify the outcomes in the sample space which compose the event; for an event described in everyday language (i.e., \"rolling double sixes\"), identify the outcomes in the sample space which compose the event","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"43","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"2088fdaa-3f90-4c53-b8dd-fd040218a327","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/2088fdaa-3f90-4c53-b8dd-fd040218a327","fullStatement":"explain the difference between correlation and causation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"35","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"20c49d71-b5e6-4ceb-9641-4419e78f4b26","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/20c49d71-b5e6-4ceb-9641-4419e78f4b26","fullStatement":"use graphs, tables, or successive approximations and use technology to explain and show that the solution to the equation f(x) = g(x) is the x-value where the y-values of f(x) and g(x) are the same","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"20dbcfda-e06d-4ad6-ac19-47561a36c030","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/20dbcfda-e06d-4ad6-ac19-47561a36c030","fullStatement":"Integration","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"2119fe21-107a-4bf8-8977-96f99be10450","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/2119fe21-107a-4bf8-8977-96f99be10450","fullStatement":"derive the equation of a circle of given center and radius using the Pythagorean Theorem; complete the square to find the center and radius of a circle given by an equation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"44","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"211d75b1-4403-460e-889e-d7ea66244f9c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/211d75b1-4403-460e-889e-d7ea66244f9c","fullStatement":"use advanced linear programming to make decisions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"1","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"212f2727-bbb4-4e16-8a31-25e53af348cb","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/212f2727-bbb4-4e16-8a31-25e53af348cb","fullStatement":"Operations and Algebraic Thinking","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"A","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"21436544-ec0d-47f2-afda-1816c3f29aa0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/21436544-ec0d-47f2-afda-1816c3f29aa0","fullStatement":"interpret key features of quadratic functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; symmetries; end behavior); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"46","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"21559a3f-51d1-4c5e-a23e-cfcdc7248ee8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/21559a3f-51d1-4c5e-a23e-cfcdc7248ee8","fullStatement":"use a variety of network models to organize data in quantitative situations, make informed decisions, and solve problems; solve problems represented by a vertex-edge graph, and find critical paths, Euler paths, and minimal spanning trees; construct, analyze, and interpret flow charts to develop an algorithm to describe processes such as quality control procedures; investigate the scheduling of projects using PERT; consider problems that can be resolved by coloring graphs","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"3","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"215a26d6-d262-439d-b706-12b817c72089","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/215a26d6-d262-439d-b706-12b817c72089","fullStatement":"solve two-step word problems using the four operations. 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for scatter plots that suggest a linear association, informally fit a straight line, and informally assess the model fit by judging the closeness of the data points to the line","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"31","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"22e2d47c-1ad9-411d-9f38-937d85bee91a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/22e2d47c-1ad9-411d-9f38-937d85bee91a","fullStatement":"understand radian measure of an angle as the length of the arc on the unit circle subtended by the angle","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"19","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"22f7974e-6685-4a0b-9bbf-39db464a4afc","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/22f7974e-6685-4a0b-9bbf-39db464a4afc","fullStatement":"convert among different-sized standard measurement units (mass, weight, length, time, etc.) within a given measurement system (customary and metric), and use these conversions in solving multi-step, real-world problems (e.g., convert 5 cm to 0.05 m)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"25","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"23095532-47a7-489d-a42f-6eb419f0607c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/23095532-47a7-489d-a42f-6eb419f0607c","fullStatement":"given a geometric figure and a rotation, reflection, or translation, draw the transformed figure using graph paper, tracing paper, or geometry software; 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apply the formulas V = (length) x (width) x (height) and V = (area of base) x (height) to find volumes of right rectangular prisms with fractional edge lengths in the context of solving real world and mathematical problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"239ac738-91d7-4ddd-9415-1de794dbb35e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/239ac738-91d7-4ddd-9415-1de794dbb35e","fullStatement":"describe parametric representations of plane curves","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"2","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"23bfdb3c-69da-4f54-8f79-5637b0e7f8ae","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/23bfdb3c-69da-4f54-8f79-5637b0e7f8ae","fullStatement":"apply various population models derived from locally linear systems including Lotka-Volterra, competition and cooperation models","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"25","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"23c03afc-0ba7-4c8c-b60e-c2bba00b63af","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/23c03afc-0ba7-4c8c-b60e-c2bba00b63af","fullStatement":"understand that shapes in different categories (e.g., rhombuses, rectangles, and others) may share attributes (e.g., having four sides), and that the shared attributes can define a larger category (e.g., quadrilaterals). 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real world and mathematical problems by graphing points in all four quadrants of the coordinate plane; include use of coordinates and absolute value to find distances between points with the same first coordinate or the same second coordinate","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"37fcda37-2720-4021-8c7b-bb77c6f9b564","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/37fcda37-2720-4021-8c7b-bb77c6f9b564","fullStatement":"create quadratic equations in two variables to represent relationships between quantities expressed in a table of values or verbal representation; graph these quadratic equations on coordinate axes with appropriate labels and scales","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"38143392-9ab8-44f5-8507-e6abfd379475","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/38143392-9ab8-44f5-8507-e6abfd379475","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"D","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"3852f4a9-e74b-4880-bb1f-0241b250c729","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/3852f4a9-e74b-4880-bb1f-0241b250c729","fullStatement":"write simple expressions that record calculations with numbers and interpret numerical expressions without evaluating them (e.g., express the calculation \"add 8 and 7, then multiply by 2\" as 2 x (8 + 7)) and recognize that 3 x (18932 + 921) is three times as large as 18932 + 921, without having to calculate the indicated sum or product)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"2","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"389be9e4-fdbd-4590-833c-c87586cce0b2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/389be9e4-fdbd-4590-833c-c87586cce0b2","fullStatement":"create quadratic equations in two variables to represent relationships between quantities expressed in a table of values or verbal representation; graph these 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Thinking","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"A","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"38aafc3e-df5f-45cb-9f91-5cbc27d51074","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/38aafc3e-df5f-45cb-9f91-5cbc27d51074","fullStatement":"understand that when randomness is incorporated into a sampling or experimental procedure, probability provides a way to describe the \"long-run\" behavior of a statistic as described by its sampling 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integers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"43","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"38cc526d-903a-4e5a-844c-f64ed82628b5","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/38cc526d-903a-4e5a-844c-f64ed82628b5","fullStatement":"solve unit rate problems including those involving unit pricing and constant speed (e.g., if it took 7 hours to mow 4 lawns, then at that rate, how many lawns could be mowed in 35 hours? 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solutions)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"3935ef77-5cf6-4a86-b428-46945ebf409b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/3935ef77-5cf6-4a86-b428-46945ebf409b","fullStatement":"use variables to represent two quantities in a real-world problem that change in relationship to one another; write an equation to express one quantity, the dependent variable, in terms of the other quantity, the independent variable; analyze and interpret the relationship between the dependent and independent variables using graphs and tables, and relate these to the equation (e.g., in a problem involving motion at constant speed, list and graph ordered pairs of distances and times, and write the equation d = 65t to represent the relationship between distance and time)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"393dbe88-db2c-4428-bb4e-de60e51b61bd","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/393dbe88-db2c-4428-bb4e-de60e51b61bd","fullStatement":"represent proportional relationships by equations (i.e., if total cost t is proportional to the number n of items purchased at a constant price p, the relationship between the total cost and the number of items can be expressed as t = 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Kirchhoff's Law and mixing problems; students will solve linear second-order differential equations of the form y''+ p(x)y' + q(x)y = c using the characteristic equation where the characteristic equation has two real roots, one real root, or no real roots","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"9","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4647a42c-7c58-4475-859b-5f5bbb105c41","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4647a42c-7c58-4475-859b-5f5bbb105c41","fullStatement":"add within 100, including adding a two-digit number and a one-digit number, and adding a two-digit number and a multiple of 10, using concrete models or drawings and strategies based on place value, properties of operations, and/or the relationship between addition and subtraction; relate the strategy to a written method and explain the reasoning used. Understand that in adding two-digit numbers, one adds tens and tens, ones and ones; and sometimes it is necessary to compose a ten","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"467942f0-9a22-4a20-9ac2-579c1d7086ad","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/467942f0-9a22-4a20-9ac2-579c1d7086ad","fullStatement":"apply the concepts of area, volume, scale factors, and scale drawings to planning for housing","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4689762d-05c9-47e4-83db-8af76f624a0c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4689762d-05c9-47e4-83db-8af76f624a0c","fullStatement":"represent complex numbers on the complex plane in rectangular and polar form (including real and imaginary numbers), and explain why the rectangular and polar forms of a given complex number represent the same number","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"469aa21d-ff87-4ac1-ab8f-e83a1a916b01","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/469aa21d-ff87-4ac1-ab8f-e83a1a916b01","fullStatement":"solve word problems involving dollar bills, quarters, dimes, nickels, and pennies, using $ and \u00a2 symbols appropriately (e.g., If you have 2 dimes and 3 pennies, how many cents do you have?)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"23","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"46a26430-bef8-4d79-a8c7-029b121b25b3","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/46a26430-bef8-4d79-a8c7-029b121b25b3","fullStatement":"interpret key features of linear, quadratic, and exponential functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; symmetries; asymptotes; end behavior); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"62","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"46be2844-8c46-4307-94e9-f1976fb265fe","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/46be2844-8c46-4307-94e9-f1976fb265fe","fullStatement":"use the process of factoring and completing the square in a quadratic function to show zeros, extreme values, and symmetry of the graph, and interpret these in terms of a context (e.g., compare and contrast quadratic functions in standard, vertex, and intercept forms)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"50","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"46e02c61-b4b5-41ca-a74a-e0c8c30d38f7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/46e02c61-b4b5-41ca-a74a-e0c8c30d38f7","fullStatement":"use representations to model and interpret physical, social, and mathematical phenomena","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"19","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"46eb89f1-bdcf-457a-9560-626d64b3536b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/46eb89f1-bdcf-457a-9560-626d64b3536b","fullStatement":"interpret the equation y = mx + b as defining a linear function whose graph is a straight line; give examples of functions that are not linear (e.g., the function A = s\u00b2 giving the area of a square as a function of its side length is not linear because its graph contains the points (1, 1), (2, 4) and (3, 9), which are not on a straight line)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"19","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4701dc7e-91b9-446b-88e2-6b8f84932f1b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4701dc7e-91b9-446b-88e2-6b8f84932f1b","fullStatement":"Expressions and Equations","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"475386bf-7c7a-4b33-850c-f193e0e38446","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/475386bf-7c7a-4b33-850c-f193e0e38446","fullStatement":"explain how the definition of the meaning of rational exponents follows from extending the properties of integer exponents to those values, allowing for a notation for radicals in terms of rational exponents","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"59","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"47891167-00ec-4a6f-873c-1b8ab7d0c3fc","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/47891167-00ec-4a6f-873c-1b8ab7d0c3fc","fullStatement":"tell and write time to the nearest minute and measure elapsed time intervals in minutes; solve word problems involving addition and subtraction of time intervals in minutes (e.g., by representing the problem on a number line diagram, drawing a pictorial representation of a clock face. etc.)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"479adae8-c3a5-45e5-8132-b0040007e045","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/479adae8-c3a5-45e5-8132-b0040007e045","fullStatement":"recognize that multiplication is extended from fractions to rational numbers by requiring that operations continue to satisfy the properties of operations, particularly the distributive property, leading to products such as (-1)(-1) = 1 and the rules for multiplying signed numbers; interpret products of rational numbers by describing real-world contexts","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"14","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"47b68cf8-b7e8-4615-9978-aa10d158da8f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/47b68cf8-b7e8-4615-9978-aa10d158da8f","fullStatement":"find inverse functions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"47","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"47c9c32f-4cbe-409d-8644-60054a59d93b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/47c9c32f-4cbe-409d-8644-60054a59d93b","fullStatement":"compare properties of two functions each represented algebraically, graphically, numerically in tables, and/or by a verbal description","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"44","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"485fbfce-883e-4f7a-bdc7-ea4955755306","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/485fbfce-883e-4f7a-bdc7-ea4955755306","fullStatement":"compute (using technology) and interpret the correlation coefficient of a linear fit (i.e., by looking at a scatter plot, students should be able to tell if the correlation coefficient is positive or negative and give a reasonable estimate of the \u201cr\u201d value after calculating the line of best fit using technology, describe how strong the goodness of fit of the regression is using \u201dr\u201d)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4868247b-5854-415d-90a2-d04567cdfb43","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4868247b-5854-415d-90a2-d04567cdfb43","fullStatement":"recognize and apply mathematics in contexts outside of mathematics","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"16","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"488579c4-be4f-40d2-8566-2112549d2936","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/488579c4-be4f-40d2-8566-2112549d2936","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"48aef0bb-0d16-40ae-aafd-ff1acac1f337","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/48aef0bb-0d16-40ae-aafd-ff1acac1f337","fullStatement":"develop a probability model and use it to find probabilities of events. Compare experimental and theoretical probabilities of events. if the probabilities are not close, explain possible sources of the discrepancy","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"43","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"48ba24af-15cc-4af7-a09a-a66b636fad52","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/48ba24af-15cc-4af7-a09a-a66b636fad52","fullStatement":"evaluate the area between curves using integration formulas","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"54","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"48d1075e-b5c5-4a9e-a78a-7cefb4837b02","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/48d1075e-b5c5-4a9e-a78a-7cefb4837b02","fullStatement":"solve simple rational and radical equations in one variable, and give examples showing how extraneous solutions may arise","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"18","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"492bf02b-ac82-45a3-99bd-84556c0db794","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/492bf02b-ac82-45a3-99bd-84556c0db794","fullStatement":"Differentiation In Engineering","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"B","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"492efb6e-d73a-485a-b4e7-f78a6b9651c4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/492efb6e-d73a-485a-b4e7-f78a6b9651c4","fullStatement":"derive the equations of ellipses and hyperbolas given the foci, using the fact that the sum or difference of distances from the foci is constant","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"493441cf-3baf-46ed-958f-f94b2ab02054","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/493441cf-3baf-46ed-958f-f94b2ab02054","fullStatement":"use units of measure (linear, area, capacity, rates, and time) as a way to understand problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"26","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"494e4f53-9f3b-4861-a9dd-e9ce156fcb4d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/494e4f53-9f3b-4861-a9dd-e9ce156fcb4d","fullStatement":"recognize and apply properties of matrices; 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relate the strategy to a written method and explain the reasoning used","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"11","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4b3dbb6b-fa87-40b3-816b-b7df083e6f35","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4b3dbb6b-fa87-40b3-816b-b7df083e6f35","fullStatement":"apply the properties of operations to generate equivalent expressions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4b42d144-bdfd-45b4-a06d-619b76a9f863","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4b42d144-bdfd-45b4-a06d-619b76a9f863","fullStatement":"Mathematical Connections","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"F","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4b51bfb5-3ed5-489b-97b8-b59acd92fcf5","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4b51bfb5-3ed5-489b-97b8-b59acd92fcf5","fullStatement":"apply the Addition Rule, P(A or B) = P(A) + P(B) - P(A and B), and interpret the answer in context","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"52","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4b977a3e-7c8e-4238-8e8f-b7af4d9ccb52","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4b977a3e-7c8e-4238-8e8f-b7af4d9ccb52","fullStatement":"recognize that patterns of association can be seen in bivariate categorical data by displaying frequencies and relative frequencies in a two-way table. Construct and interpret a two-way table summarizing data on two categorical variables collected from the same subjects. Use relative frequencies calculated for rows or columns to describe possible association between the two variables (e.g., collect data from students in your class on whether or not they have a curfew on school nights and whether or not they have assigned chores at home. Is there evidence that those who have a curfew also tend to have chores?)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"53","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4b98eac0-642b-4c0d-9b7c-e1991f1c1c05","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4b98eac0-642b-4c0d-9b7c-e1991f1c1c05","fullStatement":"fluently add and subtract within 20 using mental strategies. By the end of grade 2, know from memory all sums of two one-digit numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"2","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4bbd6bc7-7fa5-496c-aa1f-1d808cb49585","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4bbd6bc7-7fa5-496c-aa1f-1d808cb49585","fullStatement":"identify the effect on the graph of replacing f(x) by f(x) + k, k f(x), f(kx), and f(x + k) for specific values of k (both positive and negative); find the value of k given the graphs; experiment with cases and illustrate an explanation of the effects on the graph using technology; include recognizing even and odd functions from their graphs and algebraic expressions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"48","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"4bc7954b-dd7f-44f2-9ad8-6e933b49c08e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/4bc7954b-dd7f-44f2-9ad8-6e933b49c08e","fullStatement":"represent data on two quantitative variables on a scatter plot and describe how the variables are 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?)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"534d359a-1cea-461b-b463-9811a8cf6903","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/534d359a-1cea-461b-b463-9811a8cf6903","fullStatement":"define the antiderivative and apply its properties to problems such as distance and velocity from acceleration with initial condition, growth, and 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endpoints)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"13","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"53c5be37-8b05-420a-a5b5-327674e2180b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/53c5be37-8b05-420a-a5b5-327674e2180b","fullStatement":"display, read, and analyze data using appropriate graphs, including box-and-whisker plots, scatter plots, histograms, and line 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matrix","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"27","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"53cf6b13-e83e-4f27-8b13-3026febe0fdf","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/53cf6b13-e83e-4f27-8b13-3026febe0fdf","fullStatement":"use coordinates to compute perimeters of polygons and areas of triangles and rectangles (e.g., using the distance 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integers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"54017b78-5df9-42a3-ab5f-ef4e1b3b934c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/54017b78-5df9-42a3-ab5f-ef4e1b3b934c","fullStatement":"understand that a function from one set (the input, called the domain) to another set (the output, called the range) assigns to each element of the domain exactly one element of the range [i.e., if f is a function, x is the input (an element of the domain), and f(x) is the corresponding output (an element of the range); the graph of the function is the set of ordered pairs consisting of an input and the corresponding output]","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"5405548e-dd92-4b5f-a770-5ef7719254bb","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/5405548e-dd92-4b5f-a770-5ef7719254bb","fullStatement":"describe objects in the environment using names of shapes and describe the relative positions of these objects using terms such as above, below, beside, in front of, behind, and next 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situation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"67","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6071c732-988f-404d-a4a2-1f77ee3bff58","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6071c732-988f-404d-a4a2-1f77ee3bff58","fullStatement":"graph linear functions expressed algebraically in slope-intercept and standard form by hand and by using technology; show and interpret key features including slope and intercepts (as determined by the function or by context)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"38","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"60b623e3-471c-4625-a097-7603ad128336","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/60b623e3-471c-4625-a097-7603ad128336","fullStatement":"show using graphs and tables that a quantity increasing exponentially eventually exceeds a quantity increasing linearly, quadratically, or more generally as a polynomial 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problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"612592e6-f482-4138-97a4-495e4faadbb1","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/612592e6-f482-4138-97a4-495e4faadbb1","fullStatement":"compose simple shapes to form larger shapes (e.g., \"Can you join these two triangles with full sides touching to make a 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given)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"68","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6c66afd1-7d5d-4cf5-9a43-4fd7b0c3db25","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6c66afd1-7d5d-4cf5-9a43-4fd7b0c3db25","fullStatement":"use the structure of an expression to rewrite it in different equivalent forms [e.g., see x\u2074 - y\u2074 as ((x\u00b2) -(y\u00b2))\u00b2, thus recognizing it as a difference of squares that can be factored as 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short","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"19","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6c85545e-63e5-4a5c-aa41-184e831f7825","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6c85545e-63e5-4a5c-aa41-184e831f7825","fullStatement":"understand that a function from one set (the input, called the domain) to another set (the output, called the range) assigns to each element of the domain exactly one element of the range [i.e., if f is a function, x is the input (an element of the domain), and f(x) is the corresponding output (an element of the range); the graph of the function is the set of ordered pairs consisting of an input and the corresponding output]","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6c9969dd-cd80-44d6-ad1b-4aeda03592fd","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6c9969dd-cd80-44d6-ad1b-4aeda03592fd","fullStatement":"explain and use the relationship between the sine and cosine of complementary angles","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"25","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6ca9c3a7-368d-4aa8-938b-23e07e20877d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6ca9c3a7-368d-4aa8-938b-23e07e20877d","fullStatement":"explain a proof of the Pythagorean Theorem and its converse","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"33","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d2b5d82-be98-4447-add1-0ed62b59dec8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d2b5d82-be98-4447-add1-0ed62b59dec8","fullStatement":"Algebra 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table)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"51","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d4013f8-c5f0-4f9a-aeb9-54689624a959","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d4013f8-c5f0-4f9a-aeb9-54689624a959","fullStatement":"know and apply the precise definitions of angle, circle, perpendicular line, parallel line, and line segment, based on the undefined notions of point, line, distance along a line, and distance around a circular arc","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"70","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d43e912-ba93-460b-af8f-ba45bc423c55","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d43e912-ba93-460b-af8f-ba45bc423c55","fullStatement":"understand that by similarity, side ratios in right triangles are properties of the angles in the triangle, leading to definitions of trigonometric ratios for acute angles","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"88","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d5198f0-98da-4f47-801b-59dd278b080c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d5198f0-98da-4f47-801b-59dd278b080c","fullStatement":"solve problems that arise in mathematics and in other areas","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"3","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d5ba5fc-1280-46f4-b5e9-5ee3b5781079","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d5ba5fc-1280-46f4-b5e9-5ee3b5781079","fullStatement":"recognize that integers can be divided, provided that the divisor is not zero and every quotient of integers (with non-zero divisor) is a rational number (e.g., if p and q are integers, then -(p/q) = (-p)/q = p/(-q)); interpret quotients of rational numbers by describing real world contexts","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6d9247f5-47ea-414f-901a-3e228ae49469","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6d9247f5-47ea-414f-901a-3e228ae49469","fullStatement":"use statistics appropriate to the shape of the data distribution to compare and describe center (i.e., median, mean) and spread (i.e., interquartile range, mean absolute deviation, standard deviation) in context of two or more different data sets","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"61","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6daba6f5-4b03-4bb8-bff2-73ef1a004865","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6daba6f5-4b03-4bb8-bff2-73ef1a004865","fullStatement":"Algebra","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"A","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6de804de-ee53-4968-bb32-e84662ee8dc0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6de804de-ee53-4968-bb32-e84662ee8dc0","fullStatement":"graph 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constraints","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6ef1dbee-202f-4658-8493-67d93fad2522","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6ef1dbee-202f-4658-8493-67d93fad2522","fullStatement":"solve linear equations with rational number coefficients, including equations whose solutions require expanding expressions using the distributive property and combining like terms","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"11","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"6ef4f141-fd1e-4b5b-99d4-aa6c2f4dc917","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/6ef4f141-fd1e-4b5b-99d4-aa6c2f4dc917","fullStatement":"identify, create, extend, and transfer patterns from one representation to another using actions, objects, and geometric 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balances (e.g., mass balance) in engineering problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"5","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"77d3942b-b379-41e3-b8d1-c1a2a5adf406","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/77d3942b-b379-41e3-b8d1-c1a2a5adf406","fullStatement":"evaluate reports based on data","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"77dfde14-b531-4e87-80b9-3d651cd924a1","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/77dfde14-b531-4e87-80b9-3d651cd924a1","fullStatement":"write, interpret, and explain statements of order for rational numbers in real-world contexts (e.g., write -3\u00b0 C is warmer than - 7\u00b0 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vector","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"51","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"7881ef3c-1afc-49f7-8d13-8c3bcf731560","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/7881ef3c-1afc-49f7-8d13-8c3bcf731560","fullStatement":"solve word problems leading to inequalities of the form px + q > r or px + q < r, where p, q, r are specific rational numbers; graph the solution set of the inequality and interpret it in the context of the problem (i.e., as a salesperson, you are paid $50 per week plus $3 per sale; this week you want your pay to be at least $100; write an inequality for the number of sales you need to make, and describe the solutions)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"24","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"78976f40-ff23-4273-8143-4807f68b0b95","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/78976f40-ff23-4273-8143-4807f68b0b95","fullStatement":"identify parts of an expression using mathematical terms (e.g., sum, term, product, factor, quotient, coefficient); view one or more parts of an expression as a single entity (e.g., describe the expression 2(8 + 7) as a product of two factors; view (8 + 7) as both a single entity and a sum of two terms)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"26","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"78b67df6-4ef1-4655-ba02-708d1af2830b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/78b67df6-4ef1-4655-ba02-708d1af2830b","fullStatement":"directly compare two objects on the basis of length (longer/shorter), capacity (more/less), height (taller/shorter), and weight (heavier/lighter) and describe the difference (e.g., directly compare the heights of two children and describe one child as taller/shorter)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"20","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"78cf264a-7b7d-4a92-a18e-2227f8c4d607","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/78cf264a-7b7d-4a92-a18e-2227f8c4d607","fullStatement":"interpret the parameters in a linear (i.e., f(x) = mx + b) or exponential function (i.e., f(x)=a\u2219dx) in terms of a context (i.e., in the provided functions, \u201cm\u201d and \u201cb\u201d are the parameters of the linear function, and \u201ca\u201d and \u201cd\u201d are the parameters of the exponential function); in context, students should describe what these parameters mean in terms of change and starting value","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"60","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"78d9c122-b5a4-4b6e-97a7-c4506c4dcaf0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/78d9c122-b5a4-4b6e-97a7-c4506c4dcaf0","fullStatement":"apply the chain rule to composite functions, implicitly defined relations, and related rates of 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plane","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"66","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a41a8f53-2817-4655-8f0d-14b45e8f6817","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a41a8f53-2817-4655-8f0d-14b45e8f6817","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"D","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a44182e2-4983-4a0c-8cb4-34e16a53f878","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a44182e2-4983-4a0c-8cb4-34e16a53f878","fullStatement":"use 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mathematical problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"61","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a53e7694-4a34-4425-9fff-6db8769f8cce","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a53e7694-4a34-4425-9fff-6db8769f8cce","fullStatement":"identify and describe relationships among inscribed angles, radii, chords, tangents, and secants (i.e., the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the 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parabolas","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"52","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a5edfbb5-d06f-4bed-93b5-c6da45372e3d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a5edfbb5-d06f-4bed-93b5-c6da45372e3d","fullStatement":"apply the equation of a linear model to solve problems in the context of bivariate measurement data, interpreting slope and intercept (e.g., in a linear model for a biology experiment, interpret a slope of 1.5 cm/hr as meaning that an additional hour of sunlight each day is associated with an additional 1.5 cm in mature plant height)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"32","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a619ee68-cbb5-492c-8990-5b8ad0b39a39","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a619ee68-cbb5-492c-8990-5b8ad0b39a39","fullStatement":"convert a quadratic expression to vertex form to reveal the maximum or minimum value of the function defined by the expression; complete the square, use the axis of symmetry, or use the midpoint of the 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appear","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"27","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a643d50f-5205-45e3-a976-1c9bb56188d1","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a643d50f-5205-45e3-a976-1c9bb56188d1","fullStatement":"understand that positive and negative numbers are used together to describe quantities having opposite directions or values (e.g., temperature above/below zero, elevation above/below sea level, debits/credits, positive/negative electric charge); use positive and negative numbers to represent quantities in real-world contexts, explaining the meaning of 0 in each situation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"18","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"a65aa54f-7107-4dbd-825e-9c251fd4af73","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/a65aa54f-7107-4dbd-825e-9c251fd4af73","fullStatement":"compare properties of two functions each represented algebraically, graphically, numerically in tables, and/or by a verbal 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Recognize that x\u00b2 = p (where p is a positive rational number) has two solutions and x\u00b3 = p (where p is a negative or positive rational number) has one solution. Evaluate square roots of perfect squares up to and including 625 and cube roots of perfect cubes up to and including 1000 and -1000.","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ac965049-72d0-4b6f-ad01-3efbddb25198","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ac965049-72d0-4b6f-ad01-3efbddb25198","fullStatement":"solve word problems involving addition and subtraction of fractions referring to the same whole and having like denominators by using visual fraction models and equations to represent the problem","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"18","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ac96b8fa-e0d4-4444-92c7-e9b399477f96","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ac96b8fa-e0d4-4444-92c7-e9b399477f96","fullStatement":"compare and explain the relationship of inches, feet, yards, centimeters and meters by measuring an object twice using different units. 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show and interpret key features including intercepts and end behavior","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"51","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ad65a2ff-3cef-4612-b959-bb22436aa652","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ad65a2ff-3cef-4612-b959-bb22436aa652","fullStatement":"produce an invertible function from a non-invertible function by restricting the domain","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ad77330e-15fa-481f-85b1-c253a88687b3","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ad77330e-15fa-481f-85b1-c253a88687b3","fullStatement":"compute (using technology) and interpret the correlation coefficient of a linear fit (e.g., by looking at a scatter plot, students should be able to tell if the correlation coefficient is positive or negative and give a reasonable estimate of the \"r\" value; after calculating the line of best fit using technology, describe how strong the goodness of fit of the regression is using \"r\")","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ada30f26-2b37-4d57-abf8-2dfa91b2c932","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ada30f26-2b37-4d57-abf8-2dfa91b2c932","fullStatement":"use measures of center and measures of variability for numerical data from random samples to draw informal comparative inferences about two populations (e.g., decide whether the words in a chapter of a seventh-grade science book are generally longer than the words in a chapter of a fourth-grade science book)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"40","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"adad1b67-b3ac-4975-81c9-a7e7e66b7a05","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/adad1b67-b3ac-4975-81c9-a7e7e66b7a05","fullStatement":"use rational approximations of irrational numbers to compare the size of irrational numbers, locate them approximately on a number line, and estimate the value of expressions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"2","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"addae39a-5702-4533-ac56-713264ebb2b2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/addae39a-5702-4533-ac56-713264ebb2b2","fullStatement":"interpret key features of linear functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts, positive, negative; intervals where the function is increasing, decreasing); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"39","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ade186ad-e98d-4c08-bd1f-3085b043b1f0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ade186ad-e98d-4c08-bd1f-3085b043b1f0","fullStatement":"develop a probability distribution for a random variable defined for a sample space in which probabilities are assigned empirically; find the expected value (e.g., find a current data distribution on the number of TV sets per household in the United States, and calculate the expected number of sets per household; how many TV sets would you expect to find in 100 randomly selected households?)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"49","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"adea55fa-a47f-4d88-b58d-81478d1dd75e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/adea55fa-a47f-4d88-b58d-81478d1dd75e","fullStatement":"using simulation, determine the appropriate model to decide if there is a significant difference between two treatment effects","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"53","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ae165e2a-d338-4058-bcaa-9f9e8813fc13","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ae165e2a-d338-4058-bcaa-9f9e8813fc13","fullStatement":"interpret differences in shape, center, and spread in the context of the data sets, accounting for possible effects of extreme data points (i.e., outliers)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ae470085-1611-45fd-a98e-28b2c5f7655a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ae470085-1611-45fd-a98e-28b2c5f7655a","fullStatement":"graph proportional relationships, interpreting the unit rate as the slope of the graph; compare two different proportional relationships represented in graphs, tables, equations, and verbal descriptions (e.g., compare a distance-time graph to a distance-time equation to determine which of the two moving objects has greater speed)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"47","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ae6745e3-d4b8-4193-8700-9fcf3375c475","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ae6745e3-d4b8-4193-8700-9fcf3375c475","fullStatement":"apply the definition of continuity to a function at a point","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ae7ae1b6-3f87-4a9f-9fc3-5edb832091e2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ae7ae1b6-3f87-4a9f-9fc3-5edb832091e2","fullStatement":"solve real world and mathematical problems involving the volume of cylinders, cones and spheres","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"ae9072ab-b845-4f86-be23-054206c2c8c2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/ae9072ab-b845-4f86-be23-054206c2c8c2","fullStatement":"graph linear, quadratic, and exponential functions algebraically and show key features of the graph by hand and by using technology","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"61","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aeab7530-a5bd-41a6-9152-19f99b5c3164","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aeab7530-a5bd-41a6-9152-19f99b5c3164","fullStatement":"state the convergence or divergence of a sequence","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"35","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aead4fb5-8541-40dd-8e2e-c0954eded018","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aead4fb5-8541-40dd-8e2e-c0954eded018","fullStatement":"compute the magnitude of a scalar multiple cv using ||cv|| = |c|v; compute the direction of cv knowing that when |c|v not equal to 0, the direction of cv is either along v (for c > 0) or against v (for c < 0)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"36","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aeb124a8-536c-471c-8441-99309324037c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aeb124a8-536c-471c-8441-99309324037c","fullStatement":"Algebra","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"E","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aece929b-963c-49f6-b1b6-827d82c50866","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aece929b-963c-49f6-b1b6-827d82c50866","fullStatement":"understand signs of numbers in ordered pairs as indicating locations in quadrants of the coordinate plane; recognize that when two ordered pairs differ only by signs, the locations of the points are related by reflections across one or both axes","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aef143ca-d698-4af1-bf59-eaf1bf61387c","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aef143ca-d698-4af1-bf59-eaf1bf61387c","fullStatement":"compare two three-digit numbers based on meanings of the hundreds, tens, and ones digits, using >, = ,and < symbols to record the results of comparisons","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"aef277ad-2553-4307-b761-6adebffc9412","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/aef277ad-2553-4307-b761-6adebffc9412","fullStatement":"explain the concept of a unit rate a/b associated with a ratio a:b with b not equal to 0, and use rate language in the context of a ratio relationship (e.g., this recipe has a ratio of 3 cups of flour to 4 cups of sugar, so there is 3/4 cup of flour for each cup of sugar; we paid $75 for 15 hamburgers, which is a rate of $5 per hamburger)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"2","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"af159cad-8eae-4305-9b5f-81fcbd0824de","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/af159cad-8eae-4305-9b5f-81fcbd0824de","fullStatement":"explain why the x\u2010coordinates of the points where the graphs of the equations y = f(x) and y = g(x) intersect are the solutions of the equation f(x) = g(x); find the solutions approximately (e.g., using a graph, find the solution to a system of equations where f(x) and/or g(x) are rational functions)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"af5297bc-c828-4376-a014-e58b2d2039fc","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/af5297bc-c828-4376-a014-e58b2d2039fc","fullStatement":"compare two fractions with different numerators and different denominators (e.g., by using virtual fraction models, by creating common denominators or numerators, or by comparing to a benchmark fraction such as 1/2); recognize that comparisons are valid only when the two fractions refer to the same whole; record the results of comparisons with symbols >, =, or <","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"13","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"af642f8b-992f-48a9-ab64-15b0d66025c0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/af642f8b-992f-48a9-ab64-15b0d66025c0","fullStatement":"understand that polynomials form a system analogous to the integers, namely, they are closed under the operations of addition, subtraction, and multiplication; add, subtract, and multiply polynomials","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"af75dd79-276a-4631-aae7-bdadb51fff4a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/af75dd79-276a-4631-aae7-bdadb51fff4a","fullStatement":"use units of measure (linear, area, capacity, rates, and time) as a way to understand problems; identify, use, and record appropriate units of measure within context, within data displays, and on graphs; convert units and rates using dimensional analysis (English to English and Metric to Metric without conversion factor provided and between English and Metric with conversion factor); use units within multi-step problems and formulas; interpret units of input and resulting units of output","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"66","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"af9f844b-6552-481e-b53b-bec69db8b5f2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/af9f844b-6552-481e-b53b-bec69db8b5f2","fullStatement":"Functions","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"C","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"afab4ca5-4227-430f-ba3b-b4becde51505","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/afab4ca5-4227-430f-ba3b-b4becde51505","fullStatement":"find least upper bounds and greatest lower bounds","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"33","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"afcaca4f-d790-4dca-9159-8ddb3e04e0fb","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/afcaca4f-d790-4dca-9159-8ddb3e04e0fb","fullStatement":"add, subtract, multiply, and divide numbers expressed in scientific notation, including problems where both decimal and scientific notation are used. Interpret and use scientific notation and choose units of appropriate size for measurements of very large or very small quantities (e.g., use millimeters per year for seafloor spreading) (Interpret scientific notation that has been generated by technology; e.g., calculators)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"6","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"afeb6b3a-e439-437d-8982-49dfdc475ff3","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/afeb6b3a-e439-437d-8982-49dfdc475ff3","fullStatement":"understand a multiple of a/b as a multiple of 1/b, and use this understanding to multiply a fraction by a whole number (e.g., use a visual fraction model to express 3 x (2/5) as 6 x (1/5), recognizing this product as 6/5; (In general, n x (a/b) = (n x a)/b))","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b03507b6-e921-49ac-a1f1-3562ff944506","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b03507b6-e921-49ac-a1f1-3562ff944506","fullStatement":"use the process of factoring and completing the square in a quadratic function to show zeros, extreme values, and symmetry of the graph, and interpret these in terms of a context (e.g., compare and contrast quadratic functions in standard, vertex, and intercept forms)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"46","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b06d873c-9b38-47f4-802a-dfae07c8cce0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b06d873c-9b38-47f4-802a-dfae07c8cce0","fullStatement":"Derivatives","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"D","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b07421e7-2056-40d0-9caf-41c6d9525855","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b07421e7-2056-40d0-9caf-41c6d9525855","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"E","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b080d1f5-2127-46d2-9949-51cbf8af6e38","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b080d1f5-2127-46d2-9949-51cbf8af6e38","fullStatement":"approximate the probability of a chance event by collecting data on the chance process that produces it and observing its long-run relative frequency. predict the approximate relative frequency given the probability (e.g., when rolling a number cube 600 times, predict that a 3 or 6 would be rolled roughly 200 times, but probably not exactly 200 times)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"42","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b0f19863-3701-4dab-9894-1a361678f36a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b0f19863-3701-4dab-9894-1a361678f36a","fullStatement":"show and explain why the elimination method works to solve a system of two-variable equations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b11c8740-0973-4f90-810e-e76f62e69fde","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b11c8740-0973-4f90-810e-e76f62e69fde","fullStatement":"recognize situations in which a quantity grows or decays by a constant percent rate per unit interval relative to another","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"50","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b1624760-2e4f-44b8-957f-87d611081d88","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b1624760-2e4f-44b8-957f-87d611081d88","fullStatement":"write piecewise functions as compositions of Step (Heaviside) functions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"30","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b164762b-41b4-4de5-aaaf-053544b957c5","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b164762b-41b4-4de5-aaaf-053544b957c5","fullStatement":"decompose a fraction, by using a visual fraction model, into a sum of fractions with the same denominator in more than one way, recording each decomposition by an equation and justify reasoning using visual fraction models (e.g., 3/8 = 1/8 + 1/8 + 1/8; 3/8 = 1/8 + 2/8; 2 1/8 = 1 + 1 + 1/8; 8/8 = 7/8 + 1/8)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"16","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b19a002f-0119-467e-9dce-9fb324ff686e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b19a002f-0119-467e-9dce-9fb324ff686e","fullStatement":"use ratio and proportional reasoning to make tables of equivalent ratios, find missing values in the tables, and plot the pairs of values on the coordinate plane","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b1e56356-e2fb-40a9-a400-43dfb139d913","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b1e56356-e2fb-40a9-a400-43dfb139d913","fullStatement":"understand that the probability of a chance event is a number between 0 and 1 that expresses the likelihood of the event occurring. Larger numbers indicate greater likelihood. A probability near 0 indicates an unlikely event, a probability around 1/2 indicates an event that is neither unlikely nor likely, and a probability near 1 indicates a likely event","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"41","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b1f2246f-4da5-4a60-b19f-38112e71bff9","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b1f2246f-4da5-4a60-b19f-38112e71bff9","fullStatement":"analyze and evaluate the mathematical thinking and strategies of others","CFItemType":"IOA","CFItemTypeURI":{"title":"IOA","identifier":"17be14a4-d1a0-4470-8b2e-5733d5df0f1e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/17be14a4-d1a0-4470-8b2e-5733d5df0f1e"},"humanCodingScheme":"c","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b1fff766-0b21-453f-a880-5d3f9e17edc0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b1fff766-0b21-453f-a880-5d3f9e17edc0","fullStatement":"identify the constant of proportionality (i.e., unit rate) in tables, graphs, equations, diagrams, and verbal descriptions of proportional relationships","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b26590dc-7c99-4f97-a4e3-0feda5292dfa","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b26590dc-7c99-4f97-a4e3-0feda5292dfa","fullStatement":"First Order Differential Equations","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"A","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b290a626-d3a8-475a-8dae-ac5c61ecc043","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b290a626-d3a8-475a-8dae-ac5c61ecc043","fullStatement":"apply concepts of density based on area and volume in modeling situations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"58","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b2a0db25-53d7-4a89-aa54-7414d7b274c1","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b2a0db25-53d7-4a89-aa54-7414d7b274c1","fullStatement":"understand the point of intersection for a system of linear equations satisfies both equations simultaneously and represents the solution to the system of linear equations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b2ac687e-d9ec-4c74-bb29-ca4e3d9b3c09","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b2ac687e-d9ec-4c74-bb29-ca4e3d9b3c09","fullStatement":"apply and extend previous understanding of division to interpret the quotient of a whole number by a unit fraction and compute such quotients (e.g., create a story context for 4 \u00f7 (1/5) and use a visual fraction model to show the quotient. Use the relationship between multiplication and division to explain that 4 \u00f7 (1/5) = 20 because 20 x (1/5) = 4)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"23","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b2bbbff9-2d83-42e5-bf5b-84523b43fba0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b2bbbff9-2d83-42e5-bf5b-84523b43fba0","fullStatement":"represent constraints by equations or inequalities, and interpret data points as possible (i.e., a solution) or not possible (i.e., a non-solution) under the established constraints","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"11","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b2d18908-b00b-44fe-9b1f-5009a8c78ee7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b2d18908-b00b-44fe-9b1f-5009a8c78ee7","fullStatement":"apply the extreme value theorem to problem situations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"43","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b2dc320a-e6cb-4455-a2f0-9437e9645963","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b2dc320a-e6cb-4455-a2f0-9437e9645963","fullStatement":"interpret key features of linear functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts, positive, negative; intervals where the function is increasing, decreasing); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"39","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b30bc74f-e7f6-48bc-9a4c-dd6679199f65","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b30bc74f-e7f6-48bc-9a4c-dd6679199f65","fullStatement":"organize and consolidate mathematics thinking","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b33642e9-4957-4fff-a1c9-235912b2a61e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b33642e9-4957-4fff-a1c9-235912b2a61e","fullStatement":"explain why two or more fractions are equivalent to a fraction (n x a/n x b) ex: 1/4 = (3 x 1)/(3 x 4) by using visual fraction models. Focus attention on how the number and size of the parts differ even though the fractions themselves are the same size; use this principle to recognize and generate equivalent fractions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b36fee07-696f-47f3-86b2-788f923243ba","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b36fee07-696f-47f3-86b2-788f923243ba","fullStatement":"write a function defined by an expression in different, but equivalent, forms to reveal and explain different properties of the function","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"39","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b40cbb54-f5e4-4251-82d8-ec87e28846ff","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b40cbb54-f5e4-4251-82d8-ec87e28846ff","fullStatement":"construct a tangent line from a point outside a given circle to the circle","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"30","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b40da777-7394-489d-83fe-2552a7862e2e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b40da777-7394-489d-83fe-2552a7862e2e","fullStatement":"represent and interpret data with plots on the real number line (i.e., dot plots, histograms, and box plots)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"60","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b414ee21-7c68-4ec0-986d-561ad01b2c67","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b414ee21-7c68-4ec0-986d-561ad01b2c67","fullStatement":"apply and extend previous understandings of multiplication to multiply a fraction or whole number by a fraction","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b45c406f-31fb-488a-95a3-2bba31a635b5","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b45c406f-31fb-488a-95a3-2bba31a635b5","fullStatement":"understand the conditional probability of A given B as P(A and B)/P(B); interpret independence of A and B in terms of conditional probability (i.e., the conditional probability of A given B is the same as the probability of A and the conditional probability of B given A is the same as the probability of B)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"48","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b47a4f59-7234-4d73-963b-03a40aac4d25","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b47a4f59-7234-4d73-963b-03a40aac4d25","fullStatement":"graph the solution set to a system of linear inequalities in two variables as the intersection of the corresponding half-planes","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b4b85269-cfb3-4806-a883-0cf20422a49a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b4b85269-cfb3-4806-a883-0cf20422a49a","fullStatement":"recognize that in a multi-digit number, a digit in one place represents 10 times as much as it represents in the place to its right and 1/10 of what it represents in the place to its left","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"4","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b4e0af7c-e48c-437c-b2b3-6661c2ca2f18","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b4e0af7c-e48c-437c-b2b3-6661c2ca2f18","fullStatement":"Number and Operations in Base Ten","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"B","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b506f4c7-a450-44e6-8466-d9cbf7166c2d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b506f4c7-a450-44e6-8466-d9cbf7166c2d","fullStatement":"interpret the meaning of given formulas or expressions in context of individual terms or factors when given in situations which utilize the formulas or expressions with multiple terms and/or factors","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"3","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b5245359-7298-4b4b-9935-2999d9e034f4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b5245359-7298-4b4b-9935-2999d9e034f4","fullStatement":"interpret products of whole numbers, [e.g., interpret 5 x 7 as the total number of objects in 5 groups of 7 objects each (e.g., describe a context in which a total number of objects can be expressed as 5 x 7)]","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"1","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b52cd6a1-f33d-4361-8953-8c03bfbc2e38","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b52cd6a1-f33d-4361-8953-8c03bfbc2e38","fullStatement":"describe asymptotic behavior in terms of limits involving infinity","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"26","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"b5387df8-f66b-47da-a362-34863f9730b2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/b5387df8-f66b-47da-a362-34863f9730b2","fullStatement":"explore, find, use, and apply partial differentiation of functions of two independent variables of the form z = f(x, y) and implicit functions of the form f(x, y, z) = 0; 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Draw inferences from a random sample about a population with an unknown characteristic of interest. Compare and contrast multiple samples (or simulated samples) of the same size to gauge the variation in estimates or predictions (e.g., estimate the mean word length in a book by randomly sampling words from the book; predict the winner of a school election based on randomly sampled survey data. Gauge how far off the estimate or prediction might be)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"38","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d71bd72a-3573-4620-95b7-76fe26233c04","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d71bd72a-3573-4620-95b7-76fe26233c04","fullStatement":"apply the integral to the average or mean value of a function on an interval","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"53","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d73bad56-c020-448d-b7de-65e9a7e200aa","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d73bad56-c020-448d-b7de-65e9a7e200aa","fullStatement":"draw polygons in the coordinate plane given coordinates for the vertices; use coordinates to find the length of a side joining points with the same first coordinate or the same second coordinate; apply these techniques in the context of solving real-world and mathematical problems","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"62","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d74084cb-9aa2-452a-a2e1-bce8bb6b3517","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d74084cb-9aa2-452a-a2e1-bce8bb6b3517","fullStatement":"graph functions expressed symbolically and show key features of the graph, by hand in simple cases and using technology for more complicated cases","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d7b222e0-8607-40af-96bc-e897d64265fb","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d7b222e0-8607-40af-96bc-e897d64265fb","fullStatement":"make a line plot to display a data set of measurements in fractions of a unit (1/2, 1/4, 1/8); solve problems involving addition and subtraction of fractions with common denominators by using information presented in line plots (e.g., from a line plot find and interpret the difference in length between the longest and shortest specimens in an insect collection)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d7c2789f-e234-4b77-a235-5ddc1fd17e12","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d7c2789f-e234-4b77-a235-5ddc1fd17e12","fullStatement":"subtract multiples of 10 in the range 10 - 90 from multiples of 10 in the range 10 - 90 (positive or zero differences), using concrete models or drawings and strategies based on place value, properties of operations, and/or the relationship between addition and subtraction; relate the strategy to a written method and explain the reasoning used (e.g., 70-30; 30-10; 60-60)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"17","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d7d671c7-e8b8-4901-8524-bdc2d53866c4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d7d671c7-e8b8-4901-8524-bdc2d53866c4","fullStatement":"recognize and explain the concepts of conditional probability and independence in everyday language and everyday situations (e.g., compare the chance of having lung cancer if you are a smoker with the chance of being a smoker if you have lung cancer)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"50","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d7e37ac4-95ce-47ff-a673-f1e9623e9a8d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d7e37ac4-95ce-47ff-a673-f1e9623e9a8d","fullStatement":"Geometry","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"D","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d7f0bcdc-d950-4db5-b48e-12f27fa3da51","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d7f0bcdc-d950-4db5-b48e-12f27fa3da51","fullStatement":"monitor and reflect on the process of mathematical problem-solving","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"5","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d8219ebd-6107-43f5-82fe-61fe0293f034","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d8219ebd-6107-43f5-82fe-61fe0293f034","fullStatement":"evaluate integrals of rational functions using partial fractions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d82f71e6-d6ff-4220-9af4-e2608b7b8e01","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d82f71e6-d6ff-4220-9af4-e2608b7b8e01","fullStatement":"determine the unknown whole number in an addition or subtraction equation relating to three whole numbers by using symbols","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d83b9017-9d94-43ce-9da4-21e6dc39d246","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d83b9017-9d94-43ce-9da4-21e6dc39d246","fullStatement":"solve real world and mathematical problems by writing and solving equations of the form x + p = q, x - p = q, px = q and x/p = q for cases in which the solution of the equation results in a nonnegative rational number (i.e., positive fraction, decimal, or whole number)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"50","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d83d3dcc-a2ac-44b9-b8e4-937716446c58","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d83d3dcc-a2ac-44b9-b8e4-937716446c58","fullStatement":"given the solution space of a homogenous system of linear equations, find an orthonormal basis","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"44","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d83e0735-f2cc-4c88-a632-0db77168e05f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d83e0735-f2cc-4c88-a632-0db77168e05f","fullStatement":"understand that statistics can be used to gain information about a population by examining a sample of the population; generalizations about a population from a sample are valid only if the sample is representative of that population. Understand that random sampling tends to produce representative samples and support valid inferences","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"37","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d84b2bf6-79bf-4d7a-8a9e-5fb89aa89678","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d84b2bf6-79bf-4d7a-8a9e-5fb89aa89678","fullStatement":"given situations which utilize formulas or expressions with multiple terms and/or factors, interpret the meaning (in context) of individual terms or factors","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"3","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d85d3c19-79b6-47ba-a0b2-f5b409fe0c02","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d85d3c19-79b6-47ba-a0b2-f5b409fe0c02","fullStatement":"develop a probability distribution for a random variable defined for a sample space in which theoretical probabilities can be calculated; find the expected value (e.g., find the theoretical probability distribution for the number of correct answers obtained by guessing on all five questions of a multiple-choice test where each question has four choices, and find the expected grade under various grading schemes)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"48","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d873bca7-fefb-479e-b074-4d77f74bccf6","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d873bca7-fefb-479e-b074-4d77f74bccf6","fullStatement":"read, write, order, and compare place value of decimals to thousandths using base ten numerals, number names, and expanded form (e.g., 347.392 = 3 x 100 + 4 x 10 + 7 x 1 + 3 x (1/10) + 9 x (1/100) + 2 x (1/1000))","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"6","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d886e51d-7457-4237-ac01-c0581b804ad2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d886e51d-7457-4237-ac01-c0581b804ad2","fullStatement":"construct a function to model a linear relationship between two quantities. Determine the rate of change and initial value of the function from a description of a relationship or from two (x,y) values, including reading these from a table or from a graph. 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perform transformations in polar form and utilize Euler's formula/The First Law of Exponentiation to understand these transformations; connect to performing image transformation on a computer graphic program","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"7","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d96e61a5-c735-468d-b89f-679b1f7d27b0","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d96e61a5-c735-468d-b89f-679b1f7d27b0","fullStatement":"show and explain why the elimination method works to solve a system of two-variable equations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d9999612-7bb7-4453-a98a-ebff2f0be40e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d9999612-7bb7-4453-a98a-ebff2f0be40e","fullStatement":"solve quadratic equations by inspection, taking square roots, factoring, completing the square, and the quadratic formula, as appropriate to the initial form of the equation (limit to real number solutions)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d9b34905-59b7-4b6d-8deb-09d33e72f77b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d9b34905-59b7-4b6d-8deb-09d33e72f77b","fullStatement":"understand a fraction 1/b as the quantity formed by 1 part when a whole is partitioned into b equal parts (unit fraction); understand a fraction a/b as the quantity formed by a parts of size 1/b (e.g., 3/4 means there are three 1/4 parts, so 3/4 = 1/4+1/4+1/4)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"13","educationLevel":["03"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d9d31996-8f43-43ac-8c2a-9e8062d98a5e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d9d31996-8f43-43ac-8c2a-9e8062d98a5e","fullStatement":"apply and extend previous understandings of multiplication and division and of fractions to multiply and divide rational numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d9e0197b-fcca-483f-a09d-51d0f6e586a8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d9e0197b-fcca-483f-a09d-51d0f6e586a8","fullStatement":"identify when two expressions are equivalent (e.g., when the two expressions name the same number regardless of which value is substituted into them)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"29","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"d9f40f82-6367-4259-98d7-4b33af370925","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/d9f40f82-6367-4259-98d7-4b33af370925","fullStatement":"verify by composition that one function is the inverse of another","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"40","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"da4e8e62-0727-4e62-8ab5-2039d8412cb2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/da4e8e62-0727-4e62-8ab5-2039d8412cb2","fullStatement":"use the relationships between f(x), f'(x), and f\"(x) to determine the increasing/decreasing behavior of f(x); determine the critical point(s) of f(x); determine the concavity of f(x) over an interval; and determine the point(s) of inflection of f(x)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"39","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"da999150-7582-4cda-be5c-58c25003a977","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/da999150-7582-4cda-be5c-58c25003a977","fullStatement":"apply properties of operations as strategies to add and subtract rational numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"12","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"daba748d-a281-4c64-8bf2-859cadf666e3","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/daba748d-a281-4c64-8bf2-859cadf666e3","fullStatement":"distinguish between association and causation","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"49","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"dad47db3-3fc2-4d0f-9c5c-2b7fdb7793df","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/dad47db3-3fc2-4d0f-9c5c-2b7fdb7793df","fullStatement":"work with the Galois Field to understand further concepts in perfect secrecy and network coding (i.e., providing efficiency in streaming services)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"daef5b68-8d50-4fc7-997a-9bb34b05db1e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/daef5b68-8d50-4fc7-997a-9bb34b05db1e","fullStatement":"graph linear functions expressed algebraically in slope-intercept and standard form by hand and by using technology; show and interpret key features including slope and intercepts (as determined by the function or by context)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"38","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"daf04a52-d46b-4d5c-bc68-f34242326e3d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/daf04a52-d46b-4d5c-bc68-f34242326e3d","fullStatement":"recognize that a function is a bijective (injective and surjective) relation on two sets, be able to prove or disprove that a relation is a function, and be able to determine the inverse of a function if it exists","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"15","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"daf9af71-1787-4bdf-9e37-3a42bd7b1c22","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/daf9af71-1787-4bdf-9e37-3a42bd7b1c22","fullStatement":"model shapes in the world by building shapes from components and drawing shapes","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"26","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"db54aa5d-2c24-4e1d-a2d7-313d010079ba","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/db54aa5d-2c24-4e1d-a2d7-313d010079ba","fullStatement":"interpret key features of exponential functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts, positive, negative; 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hour)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"8","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"e565ee74-358e-43a4-a302-bb25076a4516","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/e565ee74-358e-43a4-a302-bb25076a4516","fullStatement":"Geometry","CFItemType":"Course","CFItemTypeURI":{"title":"Course","identifier":"991680a9-db89-445d-82c7-69195177c62b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/991680a9-db89-445d-82c7-69195177c62b"},"listEnumeration":"21","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"e56bc6b6-0901-47f5-a1de-8b8080173467","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/e56bc6b6-0901-47f5-a1de-8b8080173467","fullStatement":"find 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them","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"27","educationLevel":["02"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"e5745155-b966-4567-9c6d-98d684079faf","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/e5745155-b966-4567-9c6d-98d684079faf","fullStatement":"use the properties of exponents to transform expressions for exponential 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counted","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"6","educationLevel":["KG"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"e61482d4-b207-42ab-a3de-57393d74d9c7","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/e61482d4-b207-42ab-a3de-57393d74d9c7","fullStatement":"show using graphs and tables that a quantity increasing exponentially eventually exceeds a quantity increasing linearly, quadratically, or more generally as a polynomial 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recognize that comparisons are valid only when the two fractions refer to the same whole; record the results of comparisons with symbols >, =, or <, and justify the conclusions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"13","educationLevel":["04"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"efdd04f5-b42f-47d5-8dc9-370af31d893f","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/efdd04f5-b42f-47d5-8dc9-370af31d893f","fullStatement":"use the method of completing the square to transform any quadratic equation in x into an equation of the form (x - p)\u00b2 = q that has the same solutions; derive the quadratic formula from ax\u00b2 + bx + c = 0","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"21","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"efe5aa5b-73f8-4e97-b21f-4aedab6f7d3e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/efe5aa5b-73f8-4e97-b21f-4aedab6f7d3e","fullStatement":"recognize reasoning and proof (evidence) as fundamental aspects of mathematics","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"6","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"efed0655-dced-4a59-90a6-2fd852ea6137","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/efed0655-dced-4a59-90a6-2fd852ea6137","fullStatement":"Vector Calculus","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"H","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"efeea23f-da99-4f4b-8747-1d268fb9b1c2","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/efeea23f-da99-4f4b-8747-1d268fb9b1c2","fullStatement":"understand that a function from one set (the input, called the domain) to another set (the output, called the range) assigns to each element of the domain exactly one element of the range [i.e., if f is a function, x is the input (an element of the domain), and f(x) is the corresponding output (an element of the range); 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equations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"14","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f03a5df6-beff-455f-b690-d8abaa863d3d","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f03a5df6-beff-455f-b690-d8abaa863d3d","fullStatement":"interpret the parameters in a linear function and an exponential function in terms of context; in context, describe what these parameters mean in terms of change and starting value","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"53","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f057a527-ba36-4722-96bf-6ee8856207ff","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f057a527-ba36-4722-96bf-6ee8856207ff","fullStatement":"prove polynomial identities and use them to describe numerical 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Probability","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"E","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f0723ad0-5bf2-4b1a-a978-6f8770f95f56","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f0723ad0-5bf2-4b1a-a978-6f8770f95f56","fullStatement":"create linear equations in two variables to represent relationships between quantities expressed in a table of values or verbal representation, including writing equations when given a slope and a y-intercept or slope and a point; graph these linear equations on coordinate axes with appropriate labels and 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whole-number quotients of whole numbers with up to four-digit dividends and two-digit divisors, using strategies based on place value, the properties of operations, and/or the relationship between multiplication and division; illustrate and explain the calculation by using equations or concrete models (e.g., rectangular arrays and/or area models)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["05"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f115ddef-572b-44e4-90c7-62b608507382","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f115ddef-572b-44e4-90c7-62b608507382","fullStatement":"The Number 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Thinking","CFItemType":"Strand","CFItemTypeURI":{"title":"Strand","identifier":"0a856d21-798c-410a-969f-33e99f028eb4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/0a856d21-798c-410a-969f-33e99f028eb4"},"humanCodingScheme":"A","educationLevel":["01"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f1923193-6a89-488f-86c0-e95e290034d8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f1923193-6a89-488f-86c0-e95e290034d8","fullStatement":"interpret key features of exponential functions represented in graphs, tables, equations, and verbal descriptions (i.e., intercepts; intervals where the function is increasing, decreasing, positive, or negative; relative maximums and minimums; asymptote; and end behavior); sketch graphs showing these key features when given a verbal description of the relationship","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"52","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f19a15d0-877d-493d-a1e2-6fb0d983fc23","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f19a15d0-877d-493d-a1e2-6fb0d983fc23","fullStatement":"describe and interpret the measures of center for the 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extend number line diagrams from previous grades to represent rational numbers on the number line (i.e., positive and negative fractions, decimals, and whole numbers); extend previous understanding of plotting integer points in Quadrant I to plotting points in all four quadrants of the coordinate plane","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"19","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f6e72ce8-07bd-4ee1-9cb5-3af1313a20ac","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f6e72ce8-07bd-4ee1-9cb5-3af1313a20ac","fullStatement":"use variables to represent quantities in a real world or mathematical problem and construct simple equations to solve problems by reasoning about the quantities","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"22","educationLevel":["07"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f7099437-3260-4933-8e0f-95983fe6bcc3","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f7099437-3260-4933-8e0f-95983fe6bcc3","fullStatement":"rearrange formulas to highlight a quantity of interest, using the same reasoning as in solving equations (e.g., rearrange Ohm's law V=IR to highlight resistance R)","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f7380b39-02ca-46f6-80ad-e844ea754553","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f7380b39-02ca-46f6-80ad-e844ea754553","fullStatement":"identify and compare the effects on the graph of replacing f(x) by f(x) + k, k f(x), f(kx), and f(x + k) for specific values of k (both positive and negative); 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represent vector subtraction graphically by connecting the tips in the appropriate order, and perform vector subtraction component-wise","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"47","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f77973d8-1cc6-4586-b943-7228c58b6f91","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f77973d8-1cc6-4586-b943-7228c58b6f91","fullStatement":"use ratio and rate reasoning to solve real world and mathematical problems utilizing strategies such as tables of equivalent ratios, tape diagrams (bar models), double number line diagrams, or equations","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"3","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f7a3c8a4-25e0-4ca6-a476-77230334d792","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f7a3c8a4-25e0-4ca6-a476-77230334d792","fullStatement":"justify the steps of a simple one-solution equation using algebraic properties and the properties of real numbers; justify each step, or if given two or more steps of an equation, explain the progression from one step to the next using properties","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"7","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f83b9ca4-b59b-4afb-b573-790efec0694a","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f83b9ca4-b59b-4afb-b573-790efec0694a","fullStatement":"use mathematical induction to prove results about the natural numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"40","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f845ab6e-9f0a-426f-b13e-23432d1ff250","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f845ab6e-9f0a-426f-b13e-23432d1ff250","fullStatement":"understand the inverse relationship between exponents and logarithms and use this relationship to solve problems involving logarithms and exponents","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"42","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f850ab9f-5fb9-4044-847f-79d0a0ede315","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f850ab9f-5fb9-4044-847f-79d0a0ede315","fullStatement":"represent constraints by equations or inequalities, and interpret data points as possible (i.e., a solution) or not possible (i.e., a non-solution) under the established constraints","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"11","educationLevel":["08"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f87bb8dd-2f80-41b4-8099-4d9bc042fb67","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f87bb8dd-2f80-41b4-8099-4d9bc042fb67","fullStatement":"calculate distance between points in 3-space","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"49","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f8f881cc-bf18-4253-9603-5907865e5d60","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f8f881cc-bf18-4253-9603-5907865e5d60","fullStatement":"organize and consolidate mathematics thinking","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"10","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f9019540-5446-49c8-ace8-e519f5363405","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f9019540-5446-49c8-ace8-e519f5363405","fullStatement":"apply properties of operations as strategies to multiply and divide rational numbers","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"37","educationLevel":["06"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f93d6fbb-248f-418e-8a6a-a0876e3abc28","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f93d6fbb-248f-418e-8a6a-a0876e3abc28","fullStatement":"write geometric sequences both recursively and with an explicit formula; use them to model situations, and translate between the two forms; connect geometric sequences to exponential functions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"55","educationLevel":["08","09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f94795da-6eb8-4465-9bb2-a6ba38b6c487","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f94795da-6eb8-4465-9bb2-a6ba38b6c487","fullStatement":"construct a function to model a linear relationship between two quantities. Determine the rate of change and initial value of the function from a description of a relationship from two (x, y) values, including reading these from a table or from a graph; interpret the rate of change and initial value of a linear function in terms of the situation it models, and in terms of its graph or a table of values; interpret functions that arise in application in terms of the context","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"34","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f956bc07-720d-4e29-84bb-7095f23af606","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f956bc07-720d-4e29-84bb-7095f23af606","fullStatement":"compare properties of two functions each represented among verbal, tabular, graphic, and algebraic representations of functions","CFItemType":"AKS","CFItemTypeURI":{"title":"AKS","identifier":"bdf28ef0-cafb-4f34-8ec9-123aef1beef8","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/bdf28ef0-cafb-4f34-8ec9-123aef1beef8"},"humanCodingScheme":"32","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f959b747-a883-41a7-bb9c-a8aeedb96ca4","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f959b747-a883-41a7-bb9c-a8aeedb96ca4","fullStatement":"compare and explain the relationship of inches, feet, yards, centimeters and meters by measuring an object twice using different units; understand the relative size of units in different systems of 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ideas","CFItemType":"IOA","CFItemTypeURI":{"title":"IOA","identifier":"17be14a4-d1a0-4470-8b2e-5733d5df0f1e","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItemTypes/17be14a4-d1a0-4470-8b2e-5733d5df0f1e"},"humanCodingScheme":"a","educationLevel":["09","10","11","12"],"lastChangeDateTime":"2021-11-01T17:02:26+00:00"},{"identifier":"f9d94e97-6162-4f7b-aa3c-a929aeff613b","uri":"https://api.aks.gcpsk12.org/server/api/v1/GWIN1/ims/case/v1p0/CFItems/f9d94e97-6162-4f7b-aa3c-a929aeff613b","fullStatement":"determine whether a first or second order differential equation has a unique solution over a given interval by working with the Existence and Uniqueness 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