Edges are colored to distinguish the 3 different edge lengths.

This can be represented by a cube with an edge length of about 20.28 meters.

The overall size is fixed by taking the edge length, a, to be equal to 2.

This snub dodecahedron has an edge length of approximately 6.0437380841.

These vertices result in an edge length of 2 2.

It has three sets of edge lengths, and scalene triangle faces.

There could be defined update increasing all edge lengths along a path by a constant.

Its volume when an edge length is known can be figured out with this formula:

The dual edge lengths are different due to the polar reciprocation.

This result was extended by for spherical polygons of edge length smaller than 2π.