Wolfram Demonstrations Project
Polyhedra
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Demonstrations 301 - 320 of 432
Mitering a Closed 3D PathA Polygon That Folds into a Regular Tetrahedron or into a Rectangular Box14-Piece Dissection of Juel's Pyramid into a ParallelepipedDissecting a Square Pyramid into 15 PiecesA Net That Folds into an Icosahedron or into a Double Biaugmented Triangular Prism
Mitering a Closed 3D Path
A Polygon That Folds into a Regular Tetrahedron or into a Rectangular Box
14-Piece Dissection of Juel's Pyramid into a Parallelepiped
Dissecting a Square Pyramid into 15 Pieces
A Net That Folds into an Icosahedron or into a Double Biaugmented Triangular Prism
Two Ways to Fold a Net into a Biaugmented Triangular PrismDissection of a Cube into a Cuboctahedron and an OctahedronThree Ways to Fold a Net into a Snub DisphenoidHexagonal Prism Totalistic Cellular AutomatonFractal Octahedra I
Two Ways to Fold a Net into a Biaugmented Triangular Prism
Dissection of a Cube into a Cuboctahedron and an Octahedron
Three Ways to Fold a Net into a Snub Disphenoid
Hexagonal Prism Totalistic Cellular Automaton
Fractal Octahedra I
Sections of the 16-CellTruncated Octahedra Outer Totalistic Cellular AutomatonRhombic Dodecahedra Totalistic Cellular AutomatonVolume of Cones, Pyramids, and SpheresProjections of the 16-Cell
Sections of the 16-Cell
Truncated Octahedra Outer Totalistic Cellular Automaton
Rhombic Dodecahedra Totalistic Cellular Automaton
Volume of Cones, Pyramids, and Spheres
Projections of the 16-Cell
Estimating the Surface Area and Volume of a Rectangular PrismVolume of Triangular PrismsMoving the Vertices of the Great RhombicuboctahedronDissection of Two Stellated DodecahedraDihedral Group n of Order 2n
Estimating the Surface Area and Volume of a Rectangular Prism
Volume of Triangular Prisms
Moving the Vertices of the Great Rhombicuboctahedron
Dissection of Two Stellated Dodecahedra
Dihedral Group n of Order 2n

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