In tirangle PQR PT perpendicular to QR such that triangle PQT ~ triangle RQP then angle QPR?
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Triangle PQT ~ triangle RQP then angle QPR:
Step-by-step explanation:
In ΔPQR , PT⊥QR and ΔPQR≈ΔRQP
∠PTR=∠PTQ (each 90°)
PQ=PR (Given)
PQ=QR (Common side)
Thus, △PQT≅△RQP
Hence, ∠PQT=∠PQR (By CPCT) or, PT bisects ∠QPR
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