If a regular polygon has exterior angles that measure approximately 17.14º each, how many sides does the polygon have?

Question

perl · Answer

formula for exterior angle of a regular polygon
$$ \Large { \rm exterior~ angle  = \frac{360}{n} }  $$

perl · Answer

now plug in the formula and solve for n

anonymous · Answer

So it would be something like, 

$$Exterior Angle = 360/17.14$$

wolf1728 · Answer

I'd say do the division and you have your answer.

wolf1728 · Answer

Yes, divide 360 by 17.14 and what do you get?

perl · Answer

$$
\Large \rm n = \frac{360}{17.14}
$$

wolf1728 · Answer

I guess  lildunkboi isn't here anymore.

anonymous · Answer

Sorry Internet went out and didn't put my replies through