What is the sum of the exterior angle measures for a regular hexagon?

Feb 11, 2017

${360}^{0}$

Explanation:

All regular polygons have their exterior angles summing to ${360}^{0}$

This means that to find the size of one exterior angle we do the division

$1 \text{ext."/_=360/n "where "n= "the number of sides}$

$\text{ for a regular hexagon " 1 " ext.} \angle = \frac{360}{6} = {60}^{0}$