In the adjoin figure the measures of various angles are indicated. The value of x and y are
respectively.
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Y + CBX = 180° ( L.P.)
Y + 80° = 180°
Y = 100°
Now in traingle ABC :-
Using angle sum property of triangle ,
CAB + ABC+ BCA = 180°
30° + 100° + BCA = 180°
130° + BCA = 180°
BCA = 180°- 130°
BCA = 50°
Now , X + BCA = 180° ( L.P.)
X+ 50° = 180°
X = 180° -50°
X = 130° .
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