Wolfram Demonstrations Project
Polyhedra
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Demonstrations 341 - 360 of 434
Dissecting a Rhombic Dodecahedron into Two CubesDecomposing a Cuboctahedron into Three Rhombic Dodecahedra and Two TetrahedraDissection of Four Rhombic Dodecahedra into a Truncated Tetrahedron and a TetrahedronThree Polyhedra with Rectangular NetsFolding and Unfolding Polyhedral Nets
Dissecting a Rhombic Dodecahedron into Two Cubes
Decomposing a Cuboctahedron into Three Rhombic Dodecahedra and Two Tetrahedra
Dissection of Four Rhombic Dodecahedra into a Truncated Tetrahedron and a Tetrahedron
Three Polyhedra with Rectangular Nets
Folding and Unfolding Polyhedral Nets
Polyhedra with Prismatic SymmetryCubic Symmetry TypesSymmetric Decompositions of a Rhombic TriacontahedronProposition 7, Book XII, Euclid's ElementsTwo Polyhedra with D2 Symmetry
Polyhedra with Prismatic Symmetry
Cubic Symmetry Types
Symmetric Decompositions of a Rhombic Triacontahedron
Proposition 7, Book XII, Euclid's Elements
Two Polyhedra with D2 Symmetry
Dissection of a Cube into Five SolidsProposition 3, Book XII, Euclid's ElementsCube Net or NotCube NetSymmetries of a Prism
Dissection of a Cube into Five Solids
Proposition 3, Book XII, Euclid's Elements
Cube Net or Not
Cube Net
Symmetries of a Prism
Bilinski's VaseDeriving a Bilunabirotunda from Rhombic SolidsTwo Operations on Rhombic SolidsDissection of Two Truncated Octahedra into a CubeHanegraaf's Dissection of a Truncated Octahedron into a Hexagonal Prism
Bilinski's Vase
Deriving a Bilunabirotunda from Rhombic Solids
Two Operations on Rhombic Solids
Dissection of Two Truncated Octahedra into a Cube
Hanegraaf's Dissection of a Truncated Octahedron into a Hexagonal Prism

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