2021-23 A regular polygon inscribed in a regular polygon.

Let \(n, m\) be positive integers where \(m\) divides \(n\). When there exists a regular \(n\)-gon with area 1, what is the area of the largest regular \(m\)-gon inscribed in the \(n\)-gon in terms of \(n\) and \(m\)?

GD Star Rating
This entry was posted in problem on by .

About Hyungryul

2003.3-2009.8 KAIST, Undergraduate student in Mathematics 2009.8-2014.8 Cornell University, PhD student in Mathematics 2014.9-2017.2 University of Bonn, Postdoc 2017.3-2021.2. KAIST, Assistant Professor 2021.3-Present. KAIST, Associate Professor