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Convex polyhedron
10 trapezoidal and 2 pentagonal faces. The pentagonal bifrustum is the dual polyhedron of a Johnson solid, the elongated pentagonal bipyramid. A Johnson
Pentagonal_bifrustum
Polyhedron made by joining two identical frusta at their bases
In geometry, an n-gonal bifrustum is a polyhedron composed of three parallel planes of n-gons, with the middle plane largest and usually the top and bottom
Bifrustum
16th Johnson solid; pentagonal prism capped by pyramids
elongated pentagonal bipyramid or bicapped pentagonal prism is a polyhedron constructed by attaching two pentagonal pyramids onto the base of a pentagonal prism
Elongated pentagonal bipyramid
Elongated_pentagonal_bipyramid
Apeirohedron Bicupola Bifrusta Triangular bifrustum Square bifrustum Pentagonal bifrustum Hexagonal bifrustum Cupola Bifrustum Boerdijk–Coxeter helix Császár polyhedron
List of polygons, polyhedra and polytopes
List_of_polygons,_polyhedra_and_polytopes
rhombicosidodecahedron Pentagonal bipyramid Pentagonal cupola Pentagonal gyrobicupola Pentagonal gyrocupolarotunda Pentagonal orthobicupola Pentagonal orthobirotunda
List_of_mathematical_shapes
Polyhedron with 10 faces
4-antiprism) Square cupola (Johnson solid 4) Pentagonal bipyramid (Johnson solid 13, 5-bipyramid) Augmented pentagonal prism (Johnson solid 52) Augmented tridiminished
Decahedron
Polyhedron with eight triangular faces
Johnson solid, obtained by removing three pentagonal pyramids from a regular icosahedron, resulting in three pentagonal and five triangular faces. Heptagonal
Octahedron
Polyhedron formed by capping a prism with pyramids
triangular bipyramid (J14), Elongated square bipyramid (J15), and Elongated pentagonal bipyramid (J16). Higher forms can be constructed with isosceles triangles
Elongated_bipyramid
Polyhedron with 14 faces
of clathrate hydrate (see illustration, next to label 51262) Hexagonal bifrustum (12 trapezoids, 2 hexagons) The British £1 coin in circulation from 2017
Tetradecahedron
Portion of a solid that lies between two parallel planes cutting the solid
frusta with two congruent bases joined at these congruent bases make a bifrustum. The formula for the volume of a pyramidal square frustum was introduced
Frustum
square antiprisms, and 192 vertices. Its vertex figure is a triangular bifrustum. The rectified 24-cell can also be derived as a cantellated 16-cell: Coxeter
Rectified_24-cell
Uniform polychoron
triangular antiprisms), and 20 vertices. Its vertex figure is a triangular bifrustum. The rectified 5-cell is one of 9 Uniform 4-polytopes constructed from
Rectified_5-cell
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PENTAGONAL BIFRUSTUM
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PENTAGONAL BIFRUSTUM
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