Question

The angles of a triangle are in the ratio 2:3:5 . Find the measure of each of the angles​

Answer 1

Answer:

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✪ QUESTION ✪:-

The angles of a triangle are in the ratio 2:3:5 . Find the measure of each of the angles​

✪ ANSWER ✪:-

Let common factor of ratio of angles is X. So, 2*X+3*X+5*x=180° — sum of three angles of a triangle.

Let common factor of ratio of angles is X.

Ratios are 2:3:5 given.

So, 2*X+3*X+5*x=180° — sum of three angles of a triangle.

Now,

10*X=180°

So, X=18°.

Hence angles are 36° , 54° and 90°.

Step-by-step explanation:

Answer 2

Answer:

$\huge \rm \red{Answer - }$

Let common factor of ratio of angles is X. So, 2*X+3*X+5*x=180° — sum of three angles of a triangle.

Let common factor of ratio of angles is X.

Ratios are 2:3:5 given.

So, 2*X+3*X+5*x=180° — sum of three angles of a triangle.

Now,

10*X=180°

So, X=18°.

Hence angles are 36° , 54° and 90°.