In the figure the measure of angle ABC is:
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∠BAC = 20° [VERTICALLY OPPOSITE ANGLES]
We know that the exterior angle of a triangle equals the sum of the other two opposite angles present inside the triangle.
This means that with respect to the given figure,
∠ABC + ∠BAC = 120°
We have already found out the value of ∠BAC, i.e., 20°.
Substituting the value of ∠BAC in the above equation,
120° = ∠ABC + 20°
∴∠ABC = 120° - 20°
∠ABC = 100°
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