Given the number of sides of a regular polygon find the measure of each interior angle

The video tutorial explains how to calculate the interior and exterior angles of a regular heptagon. It begins with an introduction to regular polygons and the formula for finding interior angles. The tutorial then demonstrates the calculation of interior angles for a heptagon, followed by an explanation of exterior angles and their relationship with interior angles as linear pairs. Finally, it shows how to solve for exterior angles using the concept of supplementary angles.

What type of angles are formed by an interior angle and its corresponding exterior angle?

If the interior angle of a regular heptagon is 128.57 degrees, what is the measure of the corresponding exterior angle?