What is the the polygon that has an angle measure of 2340?

Answer 1

A polygon cannot have an internal angle measure of 2340 degrees, as the maximum internal angle for a polygon is less than 180 degrees. However, if you consider external angles, the sum of all external angles in any polygon is 360 degrees. An angle of 2340 degrees would correspond to multiple full rotations, specifically 2340/360 = 6.5, indicating that it represents the equivalent of an angle of 2340 - 6(360) = 2340 - 2160 = 180 degrees, which is not possible for a single internal angle of a polygon. Thus, the question may need clarification or correction.