Find x°and y°from the following figure
Answer: x°= 35°and y°= 125°
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Step-by-step explanation:
since AC = EC
therefore, angle A =angle E
angle A= E = 180-y
by angle sum property
2(180-y)° + 70° =180°
360-2y=110
-2y= 110-360
y= 250/2
therefore y = 125°
by angle sum property in triangle ABE
20 + 135 + z(let) = 180
z= 180- 155
z= 25°
since, AB||CD
therefore , x=z=25° ( alternate interior angles)
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Hey, there is your answer..
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