Consider a convex polygon such that:

• Each of its sides correspond to the square root of a positive integer.
• The polygon can be inscribed in an unit circle.

Determine the total number of polygons that simultaneously satisfy the 2 properties mentioned above.

Note: Polygons that are rotations and reflections of each other are considered the same.

sqrt(3) can subtend either 120 or 240

Posted by Jer on 2023-04-29 18:15:22