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let the triangle be ∆ABC ,in which
angle B = 90°
here AB=BC thus it is an isosceles traingle
in an isosceles traingle the two angles are same
thus angle x and angle CAB is the same
thus,
x+x+ 90°= 180 (angle sum property)
2x+90°=180
x=90/2. x= 45°
angle CAB + angle y = 180° (linear pair)
as angle CAB = x
x+y = 180°
45°+ y = 180°. ( x= 45°)
y= 180-45
y= 135°
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