If a regular polygon has one exterior angle measuring 1°, then it has how many sides?

Question

help!!!! · Answer

well we know a regular polygon has equiangular and equalateral right?

anonymous · Answer

not sure of what that means altho i think they equal 360 degrees together

anonymous · Answer

That's right, sum of exterior angles is 360 deg

help!!!! · Answer

http://www.mathwarehouse.com/geometry/polygon/#interiorAngleRegularPolygon

anonymous · Answer

360 sides?

anonymous · Answer

where would the 1 go in that .. n?

help!!!! · Answer

shoot wait a sec

anonymous · Answer

Sum of exterior angles - 360.

There are $n$ sides, so each exterior angle is $\dfrac{360}{n}$.

If the angle measure of one exterior angle is 1, then solve for $n$:
$$\frac{360}{n}=1~~\Rightarrow~~n=360$$