May 3
Exact Construction of a Regular Heptagon via Circle-Circle Neusis
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Exact Construction of a Regular Heptagon via Circle-Circle Neusis
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Polygon Angles
Ghee Beom Kim teaching over on FB. "When you triangulate regular polygons (n-gons), you get special triangles with a distinct property: the two larger angles are always exact multiples of the smallest angle. The key condition for these triangles is that their smallest angle must measure 180/n degrees, where n is a natural number. The image provided illustrates this concept."
And Dominic Pons @xponentialdesign had this...
Off the End
(source code)
