pqr is isosceles.sides pq and pr are equal and s and t are their midpoint s respectively.prove that QTR congruent to rsq
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In triangles sqr and tar
QR = QR
SQ (=1/2 PQ)=TR(=1/2 PR) [since PQ=PR]
angle SQR=TRQ
So by SAS criterion both the triangles are congruent
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