SOLUTION: Find the measure of one interior angle of the polygon, a regular pentagon

Question 648219: Find the measure of one interior angle of the polygon, a regular pentagon
Answer by shweta(56) (Show Source): You can put this solution on YOUR website!
Any polygon of 'n' sides has 'n' exterior angles
The sum of all exterior angles for any convex polygon is always 360 degree
For a regular polygon, each exterior angle will be 360/n
The interior angle for any regular convex polygon is: 180- (360/n)
The interior angles of
Regular pentagon= 180-(360/5)=108 degree
Regular Hexagon=180-(360/6)=120 degree
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