Math, asked by Papa123, 1 year ago

Given PQ is parallel to TR and PT is parallel to QR.

Prove Triangle PQT is congruent to triangle RTQ

Answers

Answered by sterlinpeter

12

Given,
PQ is parallel to TR and PT is parallel to QR.
To Prove: PQT is congruent to RTQ
Proof:In triangles PQT and RTQ, we have
PT = QR (Opp. sides of parallelogram)
PQ = TR (Opp. sides of Parallelogram)
QT = QT (Common)

Therefore,triangle PQT is congruent to triangle RTQ by SSS congruence rule.

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Papa123: Wrong answer

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Papa123: Answer is no prove it

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