Given a polygon with 5 sides, determine the following:?

Question

Given a polygon with 5 sides, determine the following:
part a) The sum of the measures of the interior angles.
part b) The sum of the measures of the exterior angles

and why

Answer 1

Part b)The sum of measures of all exterior angles is always 360 degrees,irrespective the no of sides of the polygon.Hence a regular polygon with 5 sides will have its interior angle as 360/5=72 degrees
Parta)The exterior angle being found out as 72 degrees,the measure of interior angle would be 180-72=108 degrees,as the sum of measures of interior and exterior angle of a polygon is always 180 degrees

Answer 2

exterior angles = 360/5 = 72 degrees
interior angles = 180 -72 = 108 degrees
An exterior angle and its associated interior angle always add up to 180 degrees.

Answer 3

if exterior perspective measures 5 tiers, then the corresponding indoors perspective may well be 275 tiers {360-(5+one hundred eighty)}. it quite is impossible for a polygon to have an exterior perspective of five tiers

Answer 4

Check the answer for your octagon question, then follow the same steps to get this one. If you want someone to answer everything for you, then you never learn anything.