A hexagon that is inscribed in a circle has side lengths 22,22,20,22,22, and 20 in that order. The radius of the circle can be written as p+\sqrt{q}, where p and q are positive integers. Find p+q.
A hexagon that is inscribed in a circle has side lengths 22,22,20,22,22, and 20 in that order. The radius of the circle can be written as p+\sqrt{q}, where p and q are positive integers. Find p+q.