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iRubric: Graphing Quadratic Equations rubric

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Graphing Quadratic Equations 
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Rubric Code: J24B5CW
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Subject: Math  
Type: Project  
Grade Levels: 9-12

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  Novice

(N/A)

Proficient

(N/A)

Advanced

(N/A)

Exemplary

(N/A)

Collaboration

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Novice

Drama!!! Great difficulty working with others and with sharing decisions or responsibilities. Some members contributed while others didn't.
Proficient

Project demonstrates that most contributed but some clearly did a lot more than others. Members still worked well together.
Advanced

Project demonstrates that everyone did about the same amount and worked well together.
Exemplary

Project demonstrates that everyone in the group contributed equally and everyone worked well together.
Opening of the Parabola

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Novice

Minor errors exist when the student determines if the parabola opens upward or downward direction.
Proficient

No errors exist when the student determines if the parabola opens in an upward or downward direction.
Advanced

No errors exist when the student determines if the parabola opens in an upward or downward direction. The student provides justification for his/her thinking.
Exemplary

No errors exist when the student determines if the parabola opens in an upward or downward direction. The student can provide a rationale for his/her thinking by making a reference to each equation.
Axis of Symmetry

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Novice

The student determines the axis of symmetry for each equation and minor errors exist.
Proficient

The axis of symmetry is determined for each equation and no errors exist.
Advanced

The axis of symmetry is determined for every equation. No errors exist and the student shows some of the steps for determining the axis of symmetry.
Exemplary

The axis of symmetry is determined for every equation. No errors exist and the student shows all steps for determining the axis of symmetry.
Vertex

Novice

An attempt is made to determine the vertex for each equation, but some minor errors exist.
Proficient

The vertex is determined for each equation and no errors exist.
Advanced

The vertex is determined for each equation and no errors exist. Some steps for determining the vertex are shown.
Exemplary

The vertex is determined for each equation and no errors exist. All steps for determining the vertex are shown.
Five Points on the Graph

Novice

An attempt is made to determine 5 points on the graph. Minor errors exist.
Proficient

Five points on the graph are listed. There are no errors.
Advanced

More than five points on the graph are listed. No errors exist.
Exemplary

More than five points on the graph are listed with no errors. The student shows how to compute the points.
Questions

Novice

An attempt is made to answer the questions. The student's response does not adequately answer the question.
Proficient

All questions are answered correctly. The student response provides some evidence of mathematical thinking and reasoning.
Advanced

All questions are answered correctly. The student response provides evidence of mathematical thinking and reasoning. It may contain examples to justify thinking.
Exemplary

All questions are answered correctly. The student response is specific and detailed. It provides strong evidence of mathematical thinking and reasoning.




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