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iRubric: Graphs from the unit circle rubric

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Graphs from the unit circle Graphs from the unit circle Students will explore the relationship between the triangular trigonometric ratios, the unit circle, and the graph of the sine function. Rubric Code: DBAB53 By kruperez Ready to use Public Rubric Subject: Math Type: Project Grade Levels: 9-12

Graphs from unit circle
	Poor 1 pts	Fair 2 pts	Good 3 pts	Outstanding 4 pts
Unit circle	Poor The unit circle is not labelled	Fair The unit circle has labels, but some may be incorrect or missing	Good The unit circle is labelled mostly correctly	Outstanding The unit circle is labelled completely correctly
Creativity/Precision	Poor Student did not demonstrate creativity or precision in using resources to form the unit circle. Crayons/Markers/Paints/Colored Pencils were generally used when creating the unit circle.	Fair Student evidently attempted to creatively build a unit circle, but there are several inaccuracies. Crayons/Markers/Paints/Colored Pencils were hardly used when creating the unit circle.	Good Student attempted creatively and accurately build theunit circle, but there are some inaccuracies. Crayons/Markers/Paints/Colored Pencils were not used when creating the unit circle.	Outstanding Student used their resources to build the unit circle both creatively and accurately. Crayons/Markers/Paints/Colored Pencils were not used when creating the unit circle.
Building the graph	Poor Student did not accurately measure and draw angles on the unit circle.	Fair Student attempted to measure and draw all angles on the unit circle, but there were several inaccuracies when verifying angle measures	Good Student attempted to measure and draw all angles, but there were a few inaccuracies when verifying angle measures.	Outstanding Student accurately measured and drew all angles.
Conceptual understanding	Poor Student shows little to no evidence of understanding the relationship between the unit circle and and special right triangles.	Fair Student shows emerging evidence of understanding between the relationship between the unit circle and and special right triangles.	Good Student shows sufficient evidence of understanding between the relationship between the unit circle and special right triangles.	Outstanding Student shows evidence of complete understanding of the relationship between the unit circle and and special right triangles, and student is able to extend understanding of the pattern beyond the graph