Question

what is the minimum angle possible for a regular polygon and why​

Answer 1

Answer:

A polygon with minimum sides is a triangle. So 180°/3 = 60° should be the minimum interior angle possible for a regular polygon.

And each interior angle , when increased it can not be equal to 180° or beyond 180°. As in such case , adjacent sides of polygon become collinear & it won't remain a polygon..

So, the maximum interior angle possible lies between 179.9° & 180° .

ie, 179.999999…….. °

As we increase this value gradually, the polygon will be converted into a circle

Answer 2

Answer:

Triangle is the minimum angel possible for a regular polygon.

number of sides and an equilateral triangle is a regular polygon because all sides are equal.

Explain

we know that each angle of an equilateral triangle is 60° . hence 60° is the minimum possible value of internal angel of a regular polygon

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