Mathematica Summer Camp 2014'/> Japanese Theorem for Cyclic Polygons - Wolfram Demonstrations Project

Japanese Theorem for Cyclic Polygons

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The Japanese theorem for cyclic polygons states that no matter how a cyclic convex polygon is triangulated, the sum of the inradii of the triangles remains constant. This Demonstration shows random triangulations of regular polygons inscribed in a unit circle and the sum of the inradii of the triangles.

Contributed by: David Kang Myung Yang (September 2014)
(Mathematica Summer Camp 2014)
Open content licensed under CC BY-NC-SA


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