Find the interior and exterior angle measurements of a polygon with this many sides:
help? I don't want the answer, I just would like to know how to do this one.
I don't see why a number of sides is being specified as an equation.
The SUM of the exterior angles of a polygon is always 360 degrees. If there are x sides, AND IF the angles at each vertex are equal (as in the case of a regular polygon), each exterior angle is 360/x degrees.
Each interior angle of a regular polygon with x sides is 180 (x-2)/x
Oh. I'm sorry. I meant 2x+y