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A Platonic solid is a convex uniform polyhedron with identical and regular vertices, edges and faces. There are five solids that meet this criterion, which can be uniquely described by their Schläfli symbols: * - Tetrahedron * - Octahedron * - Icosahedron * - Cube * - Dodecahedron

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  • List of Platonic Solids
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  • A Platonic solid is a convex uniform polyhedron with identical and regular vertices, edges and faces. There are five solids that meet this criterion, which can be uniquely described by their Schläfli symbols: * - Tetrahedron * - Octahedron * - Icosahedron * - Cube * - Dodecahedron
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  • A Platonic solid is a convex uniform polyhedron with identical and regular vertices, edges and faces. There are five solids that meet this criterion, which can be uniquely described by their Schläfli symbols: * - Tetrahedron * - Octahedron * - Icosahedron * - Cube * - Dodecahedron
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