Math, asked by dakshgagnani3, 1 day ago

in triangle pqr p-s-q and p-t-r such that ps/sq=pt/tr and angle pst = angle prq prove pqr is isoceles

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Answered by ToxicSuparv

Answer:

If a line divides any two sides of a triangle in the same ratio then the line must be parallel to the third side. GIVEN: PS /SQ= PT/TR & ∠PST = ∠PRQ. Hence, ∆PQR is Isosceles .

Answered by bijo7979

Answer:

Answer Expert Verified

PS /SQ= PT/TR & ∠PST = ∠PRQ. Hence, ∆P

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in triangle pqr p-s-q and p-t-r such that ps/sq=pt/tr and angle pst = angle prq prove pqr is isoceles ​

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in triangle pqr p-s-q and p-t-r such that ps/sq=pt/tr and angle pst = angle prq prove pqr is isoceles