Question :- In the adjoining figure, ABCD is a parallelogram and X, Y are the points on the diagonal BD such that DX = BY. Then prove that
1.) CXAY is a Parallelogram,
2.) ∆ADX ≅ ∆CBY and ∆ABY ≅ ∆CDX, and
3.) AX = CY and CX = AY
1.) CXAY is a Parallelogram,
2.) ∆ADX ≅ ∆CBY and ∆ABY ≅ ∆CDX, and
3.) AX = CY and CX = AY