Question

2. If two complementary angles are in the ratio 3:2, then find the angles. ​

Answer 1

Answer:

angle 1=50°

angle 2=40°

Answer 2

Question

• If two complementary angles are in ratio 3:2 then find the angles...

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Answer :

First we should understand what is complementary angles ...

$\sf\blue{➝}$ The two angles are said to be $\sf\red{Complementary \ angles}$ if the sum of their measures is 90° .

So now ,

We will take one angle as 3x

Another 2 x

And as Its mention in statement that complementary angles = 90°

Then ,

Equation :-

$\implies$ 2x + 3x = 90°

$\implies$ 5x = 90°

$\implies$ x = 90°/5

$\implies$ x = 18

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The angles are :--

2*18 = 36

3*18 = 54

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$\implies\large\boxed{\frac{\green{Angles \ 36 \ and \ 54}}}$