Question

Find the measure of one exterior angle and one interior angle of a regular 14-gon. Round to the nearest tenth of a degree. One Interior Angle: One Exterior Angle:

Answer 1

We have that the formula for en interior angle of any polygon is

`\alpha=180-(360)/(n)`

where n is number of sides, so in this case n=14

`\alpha=180-(360)/(14)\approx154.3`

for the exterior angle we have

`(360)/(n)=(360)/(14)\approx25.7`