question in $ \triangle p q r, q r = 15, r p = 12, $ and $ p q = 10 $. which statement about the angles of $ \triangle p q r $ must be true? answer $ m \angle p m \angle r m \angle q $ $ m \angle q m \angle p m \angle r $ $ m \angle r m \angle p m \angle q $ $ m \angle p m \angle q m \angle r $ $ m \angle q m \angle r m \angle p $ $ m \angle r m \angle q m \angle p $

Question

question in $ \triangle p q r, q r = 15, r p = 12, $ and $ p q = 10 $. which statement about the angles of $ \triangle p q r $ must be true? answer $ m \angle p > m \angle r > m \angle q $ $ m \angle q > m \angle p > m \angle r $ $ m \angle r > m \angle p > m \angle q $ $ m \angle p > m \angle q > m \angle r $ $ m \angle q > m \angle r > m \angle p $ $ m \angle r > m \angle q > m \angle p $

Accepted Answer

# Explanation: ## Step1: Recall the triangle side - angle relationship In a triangle, the larger side is opposite the larger angle. ## Step2: Compare the side lengths Given $PQ = 10$, $RP=12$, and $QR = 15$. So $PQm\angle Q>m\angle R$

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QUESTION IMAGE

Question

Explanation:

Step1: Recall the triangle side - angle relationship

Step2: Compare the side lengths

Step3: Determine the angle - side relationship

Answer: