Question

Two regular polygons are such that the ratio between their number of sides is 1:3 and the ratio of measure of their interior angles is 3:4 .Find the number of sides of each polygon.​

Answer 1

★ Answer:-

The interior angle of the polygon is given by,

((x-2)/x) × 180

Let us take the sides as a and 2a.

substituting in the above formula, we get ((a-2)/a) × 180 / ((2a-2)/2a) *180 = 3/4

(a-2)/a × 2/(a-1)=3/4

(a-2)/(a-1) = 3/4

4a-8=3a-3

a=5

Therefore the sides are 5 and 10.

hope it was helpful to you

mark me brainlist please

$\:$

Answer 2

Answer:

Step-by-step explanation:

Refer to attachment