Question

in the given figure ABCD is a square M is the midpoint of AB and PQ. CM meets A D at P and C B produced at Q prove that .1 PA=BQ, 2. CP=AB+PA..







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Answer 1

refer the answer given below and plz mark me brainliest......

Answer 2

Proof:

(i)

In ∆ PAM and ∆ QBM

angle PAM = angle QBM ( right angles )

AM = BM ( M is the midpoint of AB)

angle PMA = angle QMA ( vertically opposite angles)

So, ∆PAM congruent to ∆QBM [ SAS congruence Rule ]