The sum of the measures of the exterior angles of a convex polygon with one angle at each vertex is 360^(∘).
Any regular polygon is also a convex polygon. Therefore, by the Polygon Exterior Angles Theorem the sum of the exterior angles of convex polygons is 360. We are ready to answer the question!
Regular hexagon: The sum of the exterior angles is 360^(∘).
Regular 16 -gon: The sum of the exterior angles is 360^(∘).
Regular pentagon: The sum of the exterior angles is 360^(∘).
