If a point C is inside ZAVB, then mZAVC + m2CVB-

Angle ∠AVC + Angle ∠CVB = Angle ∠AVB

Explanation:

Given diagram:

Angle ∠AVC = 39°

Angle ∠CVB = 23°

Find:

⇒ Angle ∠AVC + Angle ∠CVB

Computation:

We know that point c is inside Angle ∠AVB and Angle ∠AVC and Angle ∠CVB are parts of Angle ∠AVB

Angle ∠AVC + Angle ∠CVB

So,

⇒ 39° + 23° = 62°

Given that;

⇒ Angle ∠AVB = 62°

So, we say that

Angle ∠AVC + Angle ∠CVB = Angle ∠AVB

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