Find the value of x and y in each of these figures
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Answer:
135° = 85° + x ( exterior angle property )
135 -85 = x
x = 50 °
now by angle sum property
85 + 50 + y = 180 ( vertically opp. angle)
y = 180 - 135
y = 45°
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Step-by-step explanation:
In the figure,
let's the remaining angel be z°
z°+135°=180° (linear pair)
z = 180-135
z= 45°
z=y. (vertical opposite angle)
y = 45°
now ,
in the triangle
85°+x+z = 180
85+x+45 = 180
x = 180-130
x = 50
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