Question

The measure of an exterior angle of a regularp polygon of 10 sides is?

Answer 1

No. of sides(n) = 10

Exterior angle=360/n

=360/10

=36°

Answer 2

Answer:

36°

Step-by-step explanation:

It is proven that the sum of exterior angles in any polygon is 360°

Therefore,

Since there are 10 sides, hence 10 interior and 10 exterior angles.

So,

The measure of an exterior angle of this 10 sided polygon or the decagon is=

$\frac{360}{10}$

= 36°