| Find measure of exterior angle whose interior opposite angles are 50° & 75° |
Let exterior angle be ∠ x
And Interior opposite angles are ∠ y & ∠ z
As given in the question:
∠ y = 50° & ∠ z = 75°
Now, As per Exterior Angle Property of Triangle; we get:
∠ x = ∠ y + ∠ z
Put the values of ∠ A & ∠ C from above and we get:
∠ x = 50° + 75°
Solve R.H.S and we get:
∠ x = 125°
Hence, measure of exterior = 125° |
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Find measure of exterior angle whose interior opposite angles are 50° & 75° |
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