Platonic Solids | |||
Model | Video | Notes | |
Tetrahedron (numbered) | Video | Tetrahedron Dice | Video |
Small Cubes (dice pattern) | Older Video Newer Video | ||
Small Cubes (brick pattern) | |||
Small Cubes (blank) | |||
Large Cube (blank) | |||
Octahedron Dice (2 piece model) |
Video |
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Octahedron (numbered one piece model) | Video | ||
Three-Piece Dodecahedron (numbered) | Video
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Two-Piece Dodecahedron (numbered) | |||
Two-Piece Large Dodecahedron (numbered) | |||
Icosahedron (blank) | |||
Icosahedron (numbered) | |||
Dissections | |||
Cube (as 3 congruent Pyramids) with case | |||
Right Triangular Prism with case (labeled) | This dissection is made of three triangular pyramids (tetrahedra) with the same volumes. This can be used to show that a tetrahedron's volume is one-third the triangular prism or one-sixth of a rectangular prism. |
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Right Triangular Prism with case (unlabeled) | |||
Oblique Triangular Prism with case | This is an oblique version of the above one. | ||
Square Frustum (Classic Dissection) 1 Cube, 4 Pyramids, 4 Wedges | |||
Square Frustum (4 pieces) with case | |||
Square Pyramid & Compatible Tetrahedra 1 per page | |||
Square Pyramid & Compatible Tetrahedra 4 per page | |||
Burr Piece (4 pieces) | This is the stellated burr puzzle piece dissected into 4 pieces. | ||
Puzzles & Recreation | |||
Stellated Burr Puzzle | |||
Yoshimoto Cube | |||
Other | |||
10 Sided Dice | Video | ||
Rectangular Box | |||
Truncated Tetrahedron | This model consists of the hexagon faces. The triangle faces are "open". | ||
Truncated Cube | This model consists of the octagon faces. The triangle faces are "open/indented". | ||
Truncated Octahedron | This model consists of the hexagon faces. The squares are "open". | ||
Truncated Icosahedron (Buckyball or Soccerball) | This model consists of the hexagon faces. The pentagons are "open". |