find the value of x and y
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in triangle LBM,
angle LBM+angle BML+angle MLB=180°
=> 90°+angle BML+25°=180°
=> angle BML=180-(90+25)=(180-115)°=65°
angle BML=angleNKL (opposite angle of a paralleogram
so x=65°
angle ALK=(90-x)°=(90-65)°=25°
angle ALB=(90-angle ALK)
=(90-25)°
=65°
so, y=65°
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