Math, asked by Charvi04, 5 months ago

b) Two regular polygons are such that the ratio of their number of sides is 1:2, and the ratio of
sum of their interior angles is 3 : 7 Find the number of sides of each polygon

[Hint: The sum of interior angles of a polygon is (n - 2)x180°)]

Answers

Answered by abhinavraj980161
1

Step-by-step explanation:

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Answered by harshpandit30
0

Answer:

Each interior angle =n(2n−4)×90∘

According to the question,

2n(2×2n−4)×90∘n(2n−4)×90∘=32 (Ratio of number of sides is 1:2)

⇒4n−4(2n−4)×2=32⇒4n−42n−4=31

⇒6n−12=4n−4⇒6n−4n=12−4=8

⇒2n=8⇒n=4

Hence, number of sides in polygons are 4 and 8 respectively.

Hope it helps

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