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PRA IS A PARALLELOGRAM IN WHICH …

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PRA IS A PARALLELOGRAM IN WHICH SIDE PQ IS PRODUCED TO POINT T SUCH THAT PQ=QT. . TO PROVE :~> TS BISECT QR
  • 1 answers

Bareesha Grover 8 years, 4 months ago

Since pqrs is a parallogram PQ = SR And it is given that PQ = QT Therefore SR = QT Let O be thd point of intersection of QR and ST In triangle QOT and ROS QT = RS (proved above ) Angle sro = angle tqo (pt is parallel to sr , so alternative interior angles are equal ) Angle sor = angle qot ( vertically opposite angles ) Therefore triangle QOT is congruent to triangles ROS QO = RO So QR is bisected
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