Many lengths, only one radius

Geometry Level pending

A given circumference \(\Gamma\) is inscribed in regular polygon of \(74\) sides. If \(\Gamma\) has an area of \(1369\pi\) and the polygon has an area of \(2.37^{3}.3^{2}\). What is the side length of the polygon which has \(\Gamma\) inscribed?

×

Problem Loading...

Note Loading...

Set Loading...