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Solid Geometry
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Demonstrations 141 - 160 of 558
Fractal Tetrahedron in an OctahedronTwo Proofs that the Volume of the Regular Octahedron Is Four Times the Volume of the Regular Tetrahedron80 Golden RhombohedraSymmetries of a PrismProposition 30, Book XI, Euclid's Elements
Fractal Tetrahedron in an Octahedron
Two Proofs that the Volume of the Regular Octahedron Is Four Times the Volume of the Regular Tetrahedron
80 Golden Rhombohedra
Symmetries of a Prism
Proposition 30, Book XI, Euclid's Elements
Proposition 29, Book XI, Euclid's ElementsKaleidocyclesInverting the Rhombic DodecahedronExpanding CubeVolume of the Regular Tetrahedron and Regular Octahedron
Proposition 29, Book XI, Euclid's Elements
Kaleidocycles
Inverting the Rhombic Dodecahedron
Expanding Cube
Volume of the Regular Tetrahedron and Regular Octahedron
How Five-Petal Flowers Grow on a Rhombic Triacontahedron to Become a Rhombic HexecontahedronFilling a Regular Icosahedron with Infinitely Many Golden OctahedraFraming a Rhombic Dodecahedron with Regular OctahedraCubic Symmetry TypesSix-Piece Dissection of a Tetrahedron into Its Mirror Image
How Five-Petal Flowers Grow on a Rhombic Triacontahedron to Become a Rhombic Hexecontahedron
Filling a Regular Icosahedron with Infinitely Many Golden Octahedra
Framing a Rhombic Dodecahedron with Regular Octahedra
Cubic Symmetry Types
Six-Piece Dissection of a Tetrahedron into Its Mirror Image
Snub TetrahedronVolume of a Cylindrical HoofDehn Invariant of Some Disjoint Unions of Polyhedra with Icosahedral SymmetryThe Volume of the Regular Octahedron Is Four Times the Volume of the Regular TetrahedronColoring Polyhedra with Four Colors
Snub Tetrahedron
Volume of a Cylindrical Hoof
Dehn Invariant of Some Disjoint Unions of Polyhedra with Icosahedral Symmetry
The Volume of the Regular Octahedron Is Four Times the Volume of the Regular Tetrahedron
Coloring Polyhedra with Four Colors

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