Find the values of x, y and z. Also their respective angle measures in each
problem.
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(1) (4z+6)° = 106° [alternative crossponding angle]
z = 25°
x° = 180°- 106° [consecutive interior angle]
= 74°
x° = 2y° (crossponding angle)
74° = 2y°
y° = 37°
(2) 14y-42° = 11y+6°
3y = 48°
y = 16°
(3) 6x+7° = 180° -65°(consecutive interior angle)
6x +7° = 115°
6x = 108°
x = 18°
(y+9) ° +65° = 180°[supplementry angle]
y+9° = 180° -65°
y = 104°
(4) 5y-4° +3y = 180°
8y = 184°
y° = 23°
and 2x+13° = 3y°
2x + 13° = 3×23
2x = 69-13
2x = 56°
x = 28°
I hope this is helpful for you
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