Regular pentadecagon

Polygon with fifteen sides and fifteen vertices.

The sum of the internal angles of a pentadecagon is 2340°2340\degree.

The area of a regular pentadecagon is given by the formula:

Area=154a2cotπ15\text{Area}= \frac{15}{4} a^2 \cot{\frac{\pi}{15}}

where aa is the length of the side of the regular pentadecagon.

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