Question

Two angles are complementary and one angle is 18 degree more than the other,then find angles

Answer 1

let one angle be x
and another angle be x+18
and the angles are complementry
∠A+∠B=90
x+x+18=90
2x=90-18
2x=72
x=36
∠a=36

∠b=36+18=54
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Answer 2

Answer:

The two angles are 36° and 54°

Step-by-step explanation:

Given that two angles are complementary and one angle is 18 degree more than the other, then we have to find the angles.

Let one angle be x

and another angle be x+18

Since the angles are complementary

∠A+∠B=90°  

x+x+18°=90°

2x=90°-18°

2x=72°

x=36°

The two angles are

∠A=36°

∠B=36+18=54°