Question

PQRS is a parallelogram and PR is a diagonal. SA and QB are dropped perpendiculars to PR at A and B, respectively. Prove that SA= QB​

Answer 1

Answer:

Step-by-step explanation:

Heya,

Answer to your question is:-

Given: PQRS is a ||gm(parallelogram) and PR is one of it's diagonals.

(i.) Yes, PS = RQ because opposite sides of a ||gm are equal.

(ii.) Yes, SR = PQ because opposite sides of a ||gm are equal.

(iii.) Yes, PR=RP because it is a common side.

(iv.) Yes, ∆PSR ≌ ΔRQP because diagonal of a ||gm divides it into two congurent triangles.

HOPE THIS HELPS YOU:-))

Answer 2

HOPE IT HELPS,

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