Consider the figure:
If ∠A = 50∘, ∠B = 70∘, and x = 2y, then, find the value of x (in degrees)
80°
40°
85°
x + y = ∠A+∠B (exterior angle property) = 50∘ + 70∘
= 120∘ 3y = 120∘ (since x = 2y) y = 40∘ x = 2 x 40 = 80∘,
If ∠A= 50∘, ∠B = 70∘, and x = 2y. Then the value of angle x & y in degrees is:
If ∠A=50∘, ∠B=70∘, and x=2y, then find the value of x+2y.
If ∠1 = 80∘, ∠2 = 70∘, and x = 10∘+y, then find the value of ∠x (in degrees).
If ∠A = 50∘, ∠B = 70∘. Then x+y is equal to (in degrees):
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