# What is the measure of each exterior angle of a regular 15-sided polygon?

Dec 23, 2015

24˚

#### Explanation:

Exterior angle of a regular $n$-sided polygon:

(360˚)/n=>(360˚)/15=24˚

Mar 11, 2017

${24}^{\circ}$

#### Explanation:

The sum of the exterior angles of a regular polygon is ${360}^{\circ}$

As each of the exterior angles are equal,

Exterior angle$= {360}^{\circ} / 15 = {24}^{\circ}$

extra note:

A $15$ sided regular polygon is called as a "Pentadecagon"

Hope this helps..... :)