pqrs is a square A and B are points on sides PS and q are such that PQ is equal to q and q is equals to p b prove that a b is equal to P A and angle q p b is equal to angle p q a
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According to your problem there is a point A on PS and point B on QRAnd says PQ=QA it only possible when point A is above the point PAnd similalry says PQ=PB it also not possible because ∠PQB is 90° So PB is hypotenuse is always large than other sides.Hence QB=PA and angle QPB=angle PQA
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