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ASA Criteria for Congruency

Let ABC be ...

Question

Let $A B C$ be a triangle and let $P$ be an interior point such that $∠ B P C = 90$ , $∠ B A P = ∠ B C P$ . Let $M, N$ be the mid-points of $A C, B C$ respectively. Suppose $B P = 2 P M$ . Then $A, P, N$ are collinear ?

A

True

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B

False

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Solution

The correct option is A True
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