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iRubric: On-Demand Writing rubric

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On-Demand Writing Students will answer an On-Demand Writing prompt that asks the students to develop proofs concerning triangle congruence theorems. Rubric Code: KX57B5 By grantbsk33 Draft Public Rubric Subject: Math Type: Writing Grade Levels: 9-12

On-Demand Writing
	Incomplete 0 pts	Novice 70 pts	Apprentice 80 pts	Proficient 90 pts	Distinguished 100 pts
Organization	Incomplete Did not attempt Problem.	Novice No organization of ideas is used.	Apprentice Some organization is used to answer the problem. Answers are very sporadic and not in a logical order. Shows little knoledge of organizing a mathematical proof.	Proficient Good organization of ideas. Ideas seem to flow naturally and a logical order is used. Shows average knowledge of organizing a mathematical proof.	Distinguished Excellent organization of ideas. Ideas progress in a chronological order that conveys the answer very clearly. Show excellent knowledge of organizing a mathematical proof.
Answers Each Part	Incomplete Did not attempt Problem.	Novice Only attempts to answer at least one part of the question.	Apprentice Attempts to answer each part of the question but does not completely answer either part.	Proficient Completely answers at least one part of the question but only attempts to answer the other part.	Distinguished Answers each part completely and correctly.
Correct Grammar and Spelling	Incomplete Did not attempt Problem.	Novice Incorrect use of grammar with numerous spelling mistakes.	Apprentice Ok use of grammar. Very few spelling mistakes	Proficient Good use of grammar with little to no spelling mistakes	Distinguished Excellent use of grammar with no spelling mistakes.
Knowledge of Process of Proof	Incomplete Did not attempt Problem.	Novice Shows little knowledge of how to write a proof and shows little knowledge of triangle congruence theorems.	Apprentice Shows some knowledge of how to write a proof and shows an average understanding of triangle congruence theorems.	Proficient Demonstrates an understanding of how to write a proof with a strong understanding of triangle congruence theorems.	Distinguished Demonstrates an excellent understanding of how to write a proof by showing work and explaining every part of the proof. Has a very strong understanding of triangle congruence theorems.