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Score 3
The response demonstrates a comprehensive understanding and analysis of a problem.
- Application of a reasonable strategy in the context of the problem is indicated.
- Explanation1 of and/or justification2 for the mathematical process(es) used to solve a problem is clear, fully developed, and logical.
- Connections and/or extensions made within mathematics or outside of mathematics are clear and stated explicitly.
- Supportive information and/or numbers are provided as appropriate. 3
Score 2
The response demonstrates a general understanding and analysis of a problem.
- Application of a reasonable strategy in the context of the problem is indicated.
- Explanation1 of and/or justification2 for the mathematical process(es) used to solve a problem is feasible, but may be only partially developed.
- Connections and/or extensions made within mathematics or outside of mathematics are partial or overly general, or may be implied.
- Supportive information and/or numbers are provided as appropriate. 3
Score 1
The response demonstrates a minimal understanding and analysis of a problem.
- Partial application of a strategy in the context of the problem is indicated.
- Explanation1 of and/or justification2 for the mathematical process(es) used to solve a problem is logically flawed or missing.
- Connections and/or extensions made within mathematics or outside of mathematics are flawed or missing.
- Supportive information and/or numbers may or may not be provided as appropriate.3
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/ecr.xml
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