In triangle PQR, PT is the perpendicular bisector of QR. Show
that triangle PQR is an isosceles triangle. please l will mark him/her as the Brainliest
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.In △s PTR and PTQ
∠PTR=∠PTQ (each 90∘)
PQ=PR (Given)
PT=PT (Common side)
Thus, △PTR≅△PTQ
Hence, ∠TPR=∠TPQ (By CPCT)
or, PT bisects ∠QPR
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