in the fig x=36, the value of y is:
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y=
4y + x = 180
4y + 36 = 180
4y = 180- 36
4y = 144
y = 144/4 = 36°
opt (a) 36°
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Answer:
x = 36 °
3x = 3× 36 ° = 108°
x + 3x + 2y + 4y = 360° (s. of all angles in a quadrilateral)
36° + 108° + 6y = 360°
6y = 360° - 144° = 216°
y = 216/6 = 36°
therefore, y = 36°
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