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To Find:-
- x and y
Solution :-
→we know that diagonals of rhombus are angle bisectors
So,
x + 58° = 116°
hence, x = 58°
→ Angle a + angle d = 180° (adjacent angles)
116° + angle d = 180°
angle d = 64°
As we know that diagonals are angle bisectors, So
- angle d = y + y (opposite angles are equal)
- 64° = 2y
- y = 32°
Hence, x = 58° and y = 32°
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