{"CFDocument":{"identifier":"414c512c-fbd3-11e7-af10-650c82a39086","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFDocuments/414c512c-fbd3-11e7-af10-650c82a39086","creator":"Smarter Balanced_Math Claim 1 Item Specifications","title":"Grade 7 Mathematics Item Specification C1 TH","lastChangeDateTime":"2022-09-23T22:52:01+00:00","officialSourceURL":"https://images.smarterbalanced.org/content/Documents/Item%20Specs/Math_Item_Specs/Claim1_mathematics_Gr7_specs/G7_1H_SP_Spec_V3_phase3.docx","publisher":"Smarter Balanced Assessment Consortium","subject":["Math"],"subjectURI":[{"title":"Math","identifier":"d41fb0f6-b390-11e7-9a98-233b080813ce","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFSubjects/d41fb0f6-b390-11e7-9a98-233b080813ce"}],"adoptionStatus":"Draft","notes":"G7_1H_SP_Spec_V3_phase3"},"CFItems":[{"identifier":"4905c63c-fbd3-11e7-be0f-83c68054e9d1","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4905c63c-fbd3-11e7-be0f-83c68054e9d1","fullStatement":"Tasks for this target will require students to make informal inferences about two populations based on measures of center and variability.","CFItemType":"Clarification","CFItemTypeURI":{"title":"Clarification","identifier":"f6e54927-6d0a-4ed6-94f7-3ee1f5ca4fcf","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/f6e54927-6d0a-4ed6-94f7-3ee1f5ca4fcf"},"abbreviatedStatement":"Clarifications","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:14+00:00"},{"identifier":"4a858704-fbd3-11e7-adb2-7b7a6c0423ea","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a858704-fbd3-11e7-adb2-7b7a6c0423ea","fullStatement":"Item Writing and Scoring Guidelines","CFItemType":"Section Heading","CFItemTypeURI":{"title":"Section Heading","identifier":"ab8e8fdc-baaa-400f-9dc8-7b737f8b86ff","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/ab8e8fdc-baaa-400f-9dc8-7b737f8b86ff"},"educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:14+00:00"},{"identifier":"4a85fcf2-fbd3-11e7-ba02-a10fc8249719","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a85fcf2-fbd3-11e7-ba02-a10fc8249719","fullStatement":"Students should be able to use the mean to compare and draw inferences about two different populations.","CFItemType":"Range ALD","CFItemTypeURI":{"title":"Range ALD","identifier":"4c380133-6f2b-4606-9a4d-aa87b9980467","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/4c380133-6f2b-4606-9a4d-aa87b9980467"},"abbreviatedStatement":"Level 1","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:39+00:00"},{"identifier":"4a85c318-fbd3-11e7-ad6f-a11a57906976","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a85c318-fbd3-11e7-ad6f-a11a57906976","fullStatement":"RANGE Achievement Level Descriptors (Range ALDs)","CFItemType":"Range ALD","CFItemTypeURI":{"title":"Range ALD","identifier":"4c380133-6f2b-4606-9a4d-aa87b9980467","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/4c380133-6f2b-4606-9a4d-aa87b9980467"},"educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:10:56+00:00"},{"identifier":"4a861836-fbd3-11e7-8d40-718a969de754","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a861836-fbd3-11e7-8d40-718a969de754","fullStatement":"Students should be able to use range to draw comparisons about two different populations. They should be able to informally compare the visual overlap of two numerical data distributions with similar variability in familiar contexts.","CFItemType":"Range ALD","CFItemTypeURI":{"title":"Range ALD","identifier":"4c380133-6f2b-4606-9a4d-aa87b9980467","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/4c380133-6f2b-4606-9a4d-aa87b9980467"},"abbreviatedStatement":"Level 2","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:49+00:00"},{"identifier":"4a8630f0-fbd3-11e7-9f23-9dd8522a0dfb","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a8630f0-fbd3-11e7-9f23-9dd8522a0dfb","fullStatement":"Students should be able to informally assess the degree of visual overlap of two numerical data distributions with similar variability, measuring the difference between the centers in any context.","CFItemType":"Range ALD","CFItemTypeURI":{"title":"Range ALD","identifier":"4c380133-6f2b-4606-9a4d-aa87b9980467","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/4c380133-6f2b-4606-9a4d-aa87b9980467"},"abbreviatedStatement":"Level 3","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:59+00:00"},{"identifier":"4a864a86-fbd3-11e7-a8a7-7f47e166fe67","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a864a86-fbd3-11e7-a8a7-7f47e166fe67","fullStatement":"Students should be able to use measures of variability for numerical data from random samples to draw informal comparative inferences about two populations.","CFItemType":"Range ALD","CFItemTypeURI":{"title":"Range ALD","identifier":"4c380133-6f2b-4606-9a4d-aa87b9980467","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/4c380133-6f2b-4606-9a4d-aa87b9980467"},"abbreviatedStatement":"Level 4","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:15:09+00:00"},{"identifier":"4a86a2ce-fbd3-11e7-b858-5982f2b03757","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a86a2ce-fbd3-11e7-b858-5982f2b03757","fullStatement":"The student makes comparisons between two numerical data distributions.","CFItemType":"Evidence Required","CFItemTypeURI":{"title":"Evidence Required","identifier":"62ae8acf-e478-4213-a2d2-aebec5b898df","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/62ae8acf-e478-4213-a2d2-aebec5b898df"},"abbreviatedStatement":"Evidence Required 1","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:15:25+00:00"},{"identifier":"4a86646c-fbd3-11e7-97e0-ed7caa91b821","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a86646c-fbd3-11e7-97e0-ed7caa91b821","fullStatement":"Evidence Required","CFItemType":"Evidence Required","CFItemTypeURI":{"title":"Evidence 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distribution, center, variability, random sample, comparative inference, mean, median, mean absolute deviation, range, interquartile range","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Key/Construct Relevant Vocabulary","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:16:23+00:00"},{"identifier":"4a877bb8-fbd3-11e7-9a08-6599c4fc1690","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a877bb8-fbd3-11e7-9a08-6599c4fc1690","fullStatement":"General Item Information","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:10:56+00:00"},{"identifier":"4a87e0da-fbd3-11e7-9882-7106ff72d262","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a87e0da-fbd3-11e7-9882-7106ff72d262","fullStatement":"Calculator","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Allowable Tools","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:16:30+00:00"},{"identifier":"4a882d74-fbd3-11e7-a75c-d128257a02e6","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a882d74-fbd3-11e7-a75c-d128257a02e6","fullStatement":"None","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Target-Specific Attributes","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:11:19+00:00"},{"identifier":"4a8848d6-fbd3-11e7-83d9-ebf8ddc146ff","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a8848d6-fbd3-11e7-83d9-ebf8ddc146ff","fullStatement":"None","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Non-Targeted Constructs","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:11:19+00:00"},{"identifier":"4a886316-fbd3-11e7-86a9-f5334e15109b","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a886316-fbd3-11e7-86a9-f5334e15109b","fullStatement":"Much of the evidence for 7.SP.B will be assessed in Claim 4.","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Development Notes","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:16:54+00:00"},{"identifier":"4a887c3e-fbd3-11e7-b394-9fd6a5633176","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a887c3e-fbd3-11e7-b394-9fd6a5633176","fullStatement":"lists, tables, dot plots, histograms, box plots, and other data displays","CFItemType":"General Requirements","CFItemTypeURI":{"title":"General Requirements","identifier":"a2c9fb5b-56f1-4d92-af37-4edbbfcce40f","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/a2c9fb5b-56f1-4d92-af37-4edbbfcce40f"},"abbreviatedStatement":"Allowable Stimulus Materials","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:15:54+00:00"},{"identifier":"4a889606-fbd3-11e7-a2d3-095744a0b2d3","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4a889606-fbd3-11e7-a2d3-095744a0b2d3","fullStatement":"Item writers should consider the following Language and Visual Element/Design guidelines [1] when developing items.\r\n\r\nLanguage Key Considerations:\r\n\r\n-   Use simple, clear, and easy-to-understand language needed to assess the construct or aid in the understanding of the context\r\n\r\n-   Avoid sentences with multiple clauses\r\n\r\n-   Use vocabulary that is at or below grade level\r\n\r\n-   Avoid ambiguous or obscure words, idioms, jargon, unusual names and references\r\n\r\nVisual Elements/Design Key Considerations:\r\n\r\n-   Include visual elements only if the graphic is needed to assess the construct or it aids in the understanding of the context\r\n\r\n-   Use the simplest graphic possible with the greatest degree of contrast, and include clear, concise labels where necessary\r\n\r\n-   Avoid crowding of details and graphics\r\n\r\nItems are selected for a student\u2019s test according to the blueprint, which selects items based on Claims and targets, not task models.\r\n\r\nAs such, careful consideration is given to making sure fully accessible items are available to cover the content of every Claim and target, even if some item formats are not fully accessible using current technology.[2]\r\n\r\n[1] For more information, refer to the General Accessibility Guidelines at [https://portal.smarterbalanced.org/library/en/general-accessibility-guidelines.pdf](https://portal.smarterbalanced.org/library/en/general-accessibility-guidelines.pdf) \r\n\r\n[2] For more information about student accessibility resources and policies,\r\nrefer to [https://portal.smarterbalanced.org/library/en/usability-accessibility-and-accommodations-guidelines.pdf](https://portal.smarterbalanced.org/library/en/usability-accessibility-and-accommodations-guidelines.pdf)","CFItemType":"Accessibility","CFItemTypeURI":{"title":"Accessibility","identifier":"d19c9ae0-bfe0-11e7-bff4-050398278f5a","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/d19c9ae0-bfe0-11e7-bff4-050398278f5a"},"abbreviatedStatement":"Accessibility Concerns/Guidance","educationLevel":["07"],"lastChangeDateTime":"2018-02-21T16:59:41+00:00"},{"identifier":"4bbc3f32-fbd3-11e7-b6fa-8932a23cedb3","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbc3f32-fbd3-11e7-b6fa-8932a23cedb3","fullStatement":"Task Models","CFItemType":"Task Model","CFItemTypeURI":{"title":"Task Model","identifier":"f66a54af-9e35-46d4-8ba6-66606c888f6c","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/f66a54af-9e35-46d4-8ba6-66606c888f6c"},"educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:14:14+00:00"},{"identifier":"4bbcee96-fbd3-11e7-8e93-471a445ee83d","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbcee96-fbd3-11e7-8e93-471a445ee83d","fullStatement":"**Prompt Features:** The student is prompted to informally assess the degree of visual overlap of two numerical data distributions.\r\n\r\n**Stimulus Guidelines:**\r\n\r\n-   Context must be familiar to students 12\u201314 years old.\r\n\r\n-   Visual displays should be dot plots, histograms, and box plots\r\n\r\n-   Item difficulty can be adjusted via these example methods:\r\n\r\n    -   Changing the measure of variability given\r\n\r\n    -   Items use whole numbers, decimals, or fractions","CFItemType":"Task Description","CFItemTypeURI":{"title":"Task Description","identifier":"b0804d18-bb65-11e7-98c9-83def7a9dccd","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/b0804d18-bb65-11e7-98c9-83def7a9dccd"},"abbreviatedStatement":"Task Description","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:18:01+00:00"},{"identifier":"4bbca8b4-fbd3-11e7-9f79-67851f0474a8","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbca8b4-fbd3-11e7-9f79-67851f0474a8","fullStatement":"Task Model 1","CFItemType":"Task Model","CFItemTypeURI":{"title":"Task Model","identifier":"f66a54af-9e35-46d4-8ba6-66606c888f6c","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/f66a54af-9e35-46d4-8ba6-66606c888f6c"},"notes":"**Version 3 Update:**\r\nRetired TM2","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:19:17+00:00"},{"identifier":"4bbd12f4-fbd3-11e7-a74d-1b8dc25a701b","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbd12f4-fbd3-11e7-a74d-1b8dc25a701b","fullStatement":"Examples","CFItemType":"Example","CFItemTypeURI":{"title":"Example","identifier":"c685d17c-bb66-11e7-b6af-3f99116007d0","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/c685d17c-bb66-11e7-b6af-3f99116007d0"},"educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:12:26+00:00"},{"identifier":"4bbd4292-fbd3-11e7-82e7-858bd868406d","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbd4292-fbd3-11e7-82e7-858bd868406d","fullStatement":"**Example Stem:** The box plot shows a summary of test scores for Class A and Class B on the same exam. Both classes have the same number of students.\r\n\r\n![box plot](https://images.smarterbalanced.org/content/Documents/Item%20Specs/Math_Item_Specs/Claim1_mathematics_Gr7_specs/G7_1H_SP_Spec_V3_phase3_files/image001.png)\r\n\r\nDetermine whether each statement is true based on these box plots. Select True or False for each statement.\r\n\r\n| **Statement**                                                                                | **True** | **False** |\r\n|----------------------------------------------------------------------------------------------|----------|-----------|\r\n| In each class, at least 25% of students scored below 80 on the test.                         |          |           |\r\n| The median test score of Class B is 5 points **less** than the median test score of Class A. |          |           |\r\n| In each class, more than 25% of students have test scores **greater** than 90.               |          |           |\r\n\r\n<br>\r\n\r\n**Rubric:** (1 point) Student correctly identifies each statement as true or false (e.g., T, F, T). False statements could include incorrect interpretations of the measures of variability.","CFItemType":"Example","CFItemTypeURI":{"title":"Example","identifier":"c685d17c-bb66-11e7-b6af-3f99116007d0","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/c685d17c-bb66-11e7-b6af-3f99116007d0"},"abbreviatedStatement":"Example 1","educationLevel":["07"],"lastChangeDateTime":"2018-01-28T22:16:54+00:00"},{"identifier":"4bbd66f0-fbd3-11e7-9d1c-a35e8cbeb4a8","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbd66f0-fbd3-11e7-9d1c-a35e8cbeb4a8","fullStatement":"NA","CFItemType":"Accessibility","CFItemTypeURI":{"title":"Accessibility","identifier":"d19c9ae0-bfe0-11e7-bff4-050398278f5a","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/d19c9ae0-bfe0-11e7-bff4-050398278f5a"},"abbreviatedStatement":"Accessibility Note","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:12:26+00:00"},{"identifier":"4bbd8950-fbd3-11e7-aaac-cbb6b1ad3add","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/4bbd8950-fbd3-11e7-aaac-cbb6b1ad3add","fullStatement":"The student is presented with two numerical data distributions with similar variability.","CFItemType":"Stimulus","CFItemTypeURI":{"title":"Stimulus","identifier":"1e025133-1d58-4123-9818-22035889162b","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/1e025133-1d58-4123-9818-22035889162b"},"abbreviatedStatement":"Stimulus","educationLevel":["07"],"lastChangeDateTime":"2018-01-17T22:18:13+00:00"},{"identifier":"e419dab6-0478-11e8-9f48-c11b653d5459","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItems/e419dab6-0478-11e8-9f48-c11b653d5459","fullStatement":"Calculator","CFItemType":"Allowable Tools","CFItemTypeURI":{"title":"Allowable Tools","identifier":"3e2514d0-fef2-11e7-817c-13e80b100709","uri":"https://case.smarterbalanced.org/ims/case/v1p0/CFItemTypes/3e2514d0-fef2-11e7-817c-13e80b100709"},"abbreviatedStatement":"Allowable 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