Prove that the quadrilateral so formed by joining the mid point of sides of a square is asquare
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when we take quadrilateral ABCD,
so p,q,r,s are midpoints
so Ap = AB/2
we need to see the similarities between the triangles
so we get the result as PQ = QR = RS = SP
hence PQRS is a square
hence proved
so p,q,r,s are midpoints
so Ap = AB/2
we need to see the similarities between the triangles
so we get the result as PQ = QR = RS = SP
hence PQRS is a square
hence proved
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