Pqrs is a parallelogram. Pq and ps are produced to points a and b respetively such that pq= qa and ps=sb. Prove that a,r and b lie on a straight line.
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Given = In parallelogram PQRS, PQ = QA and PS = SB.
Proof = A, R, and B are located on the same line.
PS = SB (Given)
PS = QR (Opposite side of parallelogram PQRS)
So SB = QR .... (1)
Given = In parallelogram PQRS, PQ = QA and PS = SB.
Proof = A, R, and B are located on the same line.
PS = SB (Given)
PS = QR (Opposite side of parallelogram PQRS)
So SB = QR .... (1)
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