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|Bowers style acronym||Dihig|
|Measures (edge lengths a, b)|
|Abstract & topological properties|
|Symmetry||G2, order 12|
The dihexagon is a convex semi-uniform dodecagon. As such it has 12 sides that alternate between two edge lengths, with each vertex joining one side of each length. All interior angles of a dihexagon measure 150°. If the side lengths are equal, the result is the regular dodecagon.
Vertex Coordinates[edit | edit source]
The vertex coordinates of a dihexagon with side lengths a and b are given by
For retrograde dihexagons, a is negative.