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From Wikipedia, the free encyclopedia

In geometry, a pentahedron (plural: pentahedra) is a polyhedron with five faces or sides. There are no face-transitive polyhedra with five sides and there are two distinct topological types.

With regular polygon faces, the two topological forms are the square pyramid and triangular prism.

Name Picture Vertices Edges Faces Faces by type
Square pyramid
(Pyramid family)
Square pyramid.png
5 8 5 4 triangles
1 square
Triangular prism
(Prism family)
Triangular prism.png
6 9 5 2 triangles
3 squares

The square pyramid can be seen as a triangular prism where one of its side edges (joining two squares) is collapsed into a point, losing one edge and one vertex, and changing two squares into triangles.

Geometric variations with irregular faces can also be constructed.

Some irregular pentahedra with six vertices may be called wedges.

An irregular pentahedron can be a non-convex solid: Consider a non-convex (planar) quadrilateral (such as a dart) as the base of the solid, and any point not in the base plane as the apex.

YouTube Encyclopedic

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  • Tutorial: Pentahedron
  • como resolver Pentahedro 3-Capas Pentahedron 3-layers Video tutorial
  • Tutorial: Tangram Cube



There is a third topological polyhedral figure with 5 faces, degenerate as a polyhedron: it exists as a spherical tiling of digon faces, called a pentagonal hosohedron with Schläfli symbol {2,5}. It has 2 (antipodal point) vertices, 5 edges, and 5 digonal faces.

External links

  • Weisstein, Eric W. "Pentahedron". MathWorld.

This page was last edited on 23 September 2020, at 18:34
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