∠r and ∠s are vertically opposite angles of each other . Measure of ∠r is 80° then find measure of ∠s.
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SOLUTION
GIVEN
- ∠r and ∠s are vertically opposite angles of each other .
- Measure of ∠r is 80°
TO DETERMINE
The measure of ∠s.
EVALUATION
Here it is given that ∠r and ∠s are vertically opposite angles of each other
Measure of ∠r is 80°
We know that when two lines intersect Vertical angles are pair angles formed
Again Vertically opposite angles are always equal.
So we have
∠r = ∠s
⇒ ∠s = ∠r = 80°
FINAL ANSWER
The measure of ∠s = 80°
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The angles of the triangle are 3x–40, x+20 and 2x–10 then the value of x is
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