iRubric: Wheel of Theodorus rubric

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Wheel of Theodorus Wheel of Theodorus Introducing students to the Pythagorus Theorum presents a natural context for investigating what irrational numbers are and how they differ from rational numbers. This artistic project allows students to visualize, discuss and create a product that displays rational and irrational numbers. Rubric Code: S4B828 By girishbelkar Ready to use Public Rubric Subject: Math Type: Project Grade Levels: (none)

Wheel of Theodorus Enter rubric description
	Poor 1 pts	Fair 2 pts	Good 3 pts
Title,date and Name Include title for your picture, your signature and date	Poor Title for the picture, name of the student and date are missing.	Fair Either of these is missing-> Title of the picture, name of the student or Date.	Good Title for the picture, name of the student and date are clearly written.
Label legs and hypotenuse Label all triangle legs and hypotenuses with appropriate lengths.	Poor None of the triangles or hypotenuses are labeled	Fair Only a few triangles and/or hypotenuses are labeled	Good Most/All the triangles and hypotenuses are labeled
Color and neatness	Poor Student has not colored the picture at all.	Fair Student has colored the picture but is not neat.	Good Student has colored the picture and is neat.
Calculations Attach a lined sheet of paper to your ard containing your calculations to find lengths of segments( using the pythagorus theorum) using the first 8 triangles.	Poor Student has not attached the sheet of calculations.	Fair Student has attached the sheet of calculations, but only a few calculations are listed.	Good Student has attached the sheet of calculations showing first 8 triangles ( at least).
Conjoining new and previous triangl Conjoin each new right triangle with the hypotenuse of the prevoious right triangle.	Poor New right triangle is not conjoined with the hypotenuse of the previous right triangle.	Fair New right triangle is conjoined with the hypotenuse of the previous right triangle but either it is not correct or only a few triangles are conjoined.	Good All new right triangles are conjoined with the hypotenuse of the prevoious right triangle.
Answering Questions at the end	Poor Student has answered less than 3 questions.	Fair Student has answered more than 3 questions but not satisfactorily.	Good Students has satisfactorily answered all the questions.