Find the measurement of both complementary angles if One is 30° greater than the other

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asked Jun 7, 2019 185k views

1 Answer

Adar · Answer 1 · 2019-06-14T06:53:53+0000

We know complementary angles make a sum of 90°. We have angles “x” and “x+30”, so we know that

x+x+30=90

So:

2x=90-30
2x=60
x=60/2=30°

So our angles would be:
Angle x=30°
Angle x+30=60°

Find the measurement of both complementary angles if One is 30° greater than the other

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