This model has a regular pentagon on the top, and a regular decagon on the bottom. There are ten equilateral triangles and five regular pentagons around the sides. Hence the faces are ten equilateral triangles, six regular pentagons, and one regular decagon.
On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
The top and bottom faces of this model are regular pentagons. Pentagons, triangles and squares are on sides. The faces total twelve regular pentagons, twenty equilateral triangles, and ten squares. On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
The top and bottom faces of this model are regular pentagons and the side faces include pentagons and triangles. The total number of faces includes forty equilateral triangles and twelve regular pentagons.
On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
The faces of the model are squares on top and bottom and eight equilateral triangles around the sides. It is one of an infinite family of regular-faced antiprisms.
For further information about Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
This model has a square base, eight triangular sides, and four triangles arranged in a pyramid at the top. The faces thus are twelve equilateral triangles and one square.
On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
This model has a regular pentagon on top, a round of five squares and five equilateral triangles, a round of ten squares, and a regular decagon on the bottom. It has a total of five triangular faces, fifteen square faces, one pentagonal face and one decagonal face.
On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.
This model consists of two triangular prisms at an angle of ninety degrees, glued together on a square side. Four faces are equilateral triangles and four squares.
On Berman's models of regular-faced convex polyhedra, see 1978.1065.01.