| Sample Item Scoring Information | Return |
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Standard 1.0 Knowledge of Algebra, Patterns, and Functions |
Topic A. Patterns and Functions |
Indicator 1. Identify, describe, extend, and create linear patterns and functions |
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Objective a. Complete a function table with a given two-operation rule |
Brief Constructed Response (BCR) Item |
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The linear relationship is the table below uses the rule y = 6x + 20
Step A What is the value for y when x = 80? Step B Explain how you determined this value. Use what you know about function tables in your explanation. Use words, numbers, and/or symbols in your explanation.
Step A is scored 0 (Incorrect) or 1 (Correct) and assesses 1.A.1.a. | ||||||||||
| Correct Answer | ||||||||||
| 500 | ||||||||||
Answer Annotation |
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Step A Answer: 500 Step B Sample correct response: I know in a function table you must substitute the value from the first column into the expression in the second column. When I substitute 80 into 6c + 20, I get 6 (80) + 20, which is 480 + 20 which equals 500. |
Brief Constructed Response (BCR) Rubric |
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| Print: Scoring Rubric |
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Score 2 The response demonstrates a complete understanding and analysis of a problem.
Score 1 The response demonstrates a minimal understanding and analysis of a problem.
Score 0 The response is completely incorrect, irrelevant to the problem, or missing.4 Note 1: Explanation refers to students' ability to communicate how they arrived at the solution for an item using the language of mathematics. Note 2: Justification refers to students' ability to support the reasoning used to solve a problem, or to demonstrate why the solution is correct using mathematical concepts and principles. Note 3: Students need to complete rubric criteria for explanation, justification, connections and/or extensions as cued for in a given problem. Note 4: Merely an exact copy or paraphrase of the problem will receive a score of "0". Rubric Document Date: August 2003 /share/rubrics/msa/mathematics/xml/bcr.xml |