Question

is it possible to have a regular polygon with measure of each interior angle is 22 degree why

Answer 1

Since, answer is not a whole number, thus, a regular polygon with measure of each interior angle as 22⁰ is notpossible. ... This can also be proved by another principle; which states thateach exterior angle of a regular polygon is equal to 360 divided by number of sides in the polygon. If 360 is divided by 3, we get 120.

Answer 2

$\large\star{HOLAMATE!!!:)}$

number of sides of a polygon = 360°/each exterior angle

Hence, number of sides of given polygon =360°÷22°=16.36

Since, answer is not a whole number, thus, a regular polygon with measure of each exterior angle as 22⁰ is not possible.

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