MathDB
2018 JHMT Geometry #1

Source:

September 5, 2023
geometry

Problem Statement

Let mm be the area and let nn be the perimeter of a regular octagon. The ratio m2n\frac{m^2}{n} can be expressed as ptan⁡(qπ)p \tan (q \pi) where pp is a positive integer. Find pqpq.
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