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iRubric: Whats Your Rationale??? rubric

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Rubric Code: MX92XBB
Draft
Public Rubric
Subject: Math  
Type: Assessment  
Grade Levels: 6-8

Powered by iRubric 8.ns.a.1 & 8.ee.2
Ms. Slater & Ms. Lalin will assess if students can identify an irrational number and show and justify why the square root of non-perfect squares are also irrational.
  Below Standard

1 pts

Approaching Standard

2 pts

Meeting Standard

3 pts

Exceeding Standard

4 pts

Written Rationale

Written support for computations

Below Standard

No support provided:
Student did not discuss any of the following: How do they know what they know; Explain to the reader why the task makes sense (mathematical reasoning); Explain why they took the steps they took.
Approaching Standard

Limited support:
Student showed limited understanding by discussing some of the following: How do they know what they know; Explain to the reader why the task makes sense (mathematical reasoning); Explain why they took the steps they took.
Meeting Standard

Sufficient support:
Student showed competent understanding by discussing most of the following: How do they know what they know; Explain to the reader why the task makes sense (mathematical reasoning); Explain why they took the steps they took.
Exceeding Standard

Student showed a Well-developed level of understanding by discussing all of the following: How do they know what they know; Explain to the reader why the task makes sense (mathematical reasoning); Explain why they took the steps they took. And extending their thinking.
Vocabulary

Below Standard

Does not use any appropriate mathematical vocabulary.
Approaching Standard

Very limited use of appropriate mathematical vocabulary.
Meeting Standard

Use most of appropriate mathematical vocabulary.
Exceeding Standard

Use of all the appropriate mathematical vocabulary.
Computations

Below Standard

Little computation completed accurately or incomplete answers
Approaching Standard

Some computation completed accurately
Meeting Standard

Most computation completed accurately
Exceeding Standard

All computations completed accurately
Conceptual Understanding

Below Standard

Student displays no understanding of:
Evaluating square roots of small perfect squares. Know that non-perfect squares, for example √2 is irrational. Then determine if their solution is rational or irrational.
Approaching Standard

Student displays limited understanding of:
Evaluating square roots of small perfect squares. Know that non-perfect squares, for example √2 is irrational. Then determine if their solution is rational or irrational.
Meeting Standard

Student displays competent understanding of:
Evaluating square roots of small perfect squares. Know that non-perfect squares, for example √2 is irrational. Then determine if their solution is rational or irrational.
Exceeding Standard

Student displays exceptional understanding of:
Evaluating square roots of small perfect squares. Know that non-perfect squares, for example √2 is irrational. Then determine if their solution is rational or irrational.










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