ABC is a triangle. If points P, Q, R, S are on the sides of the triangle such that PQ || CA; QR || AB; RS || BC Show that AS = PB`
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given
in triangle abc and sides pqrs
AB II QR
BC II RS
CA II OR
SO ALL THE SIDE POINT SHOOD BE PARALLEL TO EACH OTHER .
FOR EX- AB OS APPOSITE OF POINT P
SO ALL THE ANGLES ARE EQUAL TO EACH OTHER.
SO AS II TO PB.
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