Question

two complementary angles are such that one in triple of the other. find out the measure of each angle​

Answer 1

Data given: There are two angles that are complementary.

                    one angle is triple of the other.

We have to find both the angles

Now, complementary angles mean the angles which when added gives a sum of 90°

Let, one angle be 'x'

Then, according to the condition, the other angle will be '3x'

$x + 3x = 90\\4x=90\\x=\frac{90}{4}\\x=22.5$

So, one angle will be 22.5

And the other angle = $3 \times 22.5$

                                  = 67.5

Therefore, the two angles will be 22.5° and 67.5°