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Polyhedra
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Demonstrations 101  120 of 566
Random Walks in Platonic and Archimedean Polyhedra
Twenty Tetrahedra in Icosahedral Cluster
Proposition 7, Book XII, Euclid's Elements
Space Filling with a Rhombic Dodecahedron of the Second Kind
Escher Solid as a Puzzle
Dividing a Regular Tetrahedron into Four Congruent Pieces
Goldberg's Tristable Polyhedron
Distorting Jessen's Orthogonal Icosahedron to an Octahedron
SpaceFilling Polyhedra Based on a Truncated Octahedron
A Relationship between the Cube, Tetrahedron, Octahedron, and Rhombic Dodecahedron
Infinitesimally Flexible Octahedron
Tiling the Octahedron and the Plane with Tiling of a Hexagram
The Four KeplerPoinsot Solids
Kepler's Rhombic Solids
Rotating a Cube in Perspective
Construct Euclid's Regular Dodecahedron
Some Unistable Polyhedra
Volume and Surface Area of the Menger Sponge
Icosahedral Rotational Symmetry Types
Octahedral Rotational Symmetry Types
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