Question

And angle measure 60* less than the measure of its complimentary angle what is the measure of each angle

Answer 1

the angles are 75 and 15

Explanation:

Our task is to find the other angle, given that the two angles are complementary.

Complementary angles add up to 90°.

Therefore,

`\angle1+\angle2=90`

One of the angles measures 60° more than the other one. Therefore, the equation is:

`x+x+60=90`

Combine like terms:

`2x+60=90`

`2x=30`

`x=15`

The other angle:

`15+60=75`

Answer 2

the measure of each angle is 15 degrees and 75 degrees for the complementary angle.

Explanation: