Wolfram Demonstrations Project
Discrete Mathematics
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Demonstrations 61 - 80 of 1244
Dissection of Two Squares into Three SquaresPascal-like Triangle Made from a Card GameDissection of Two Squares into Three Congruent SquaresDissection of a Square into Three SquaresDissecting a Cube into an Acute Golden Rhombohedron and Three-Quarters of a Bilinski Dodecahedron
Dissection of Two Squares into Three Squares
Pascal-like Triangle Made from a Card Game
Dissection of Two Squares into Three Congruent Squares
Dissection of a Square into Three Squares
Dissecting a Cube into an Acute Golden Rhombohedron and Three-Quarters of a Bilinski Dodecahedron
Dissecting a Cube into a Golden Acute Rhombohedron and Three Congruent Rectangular SolidsBradley's Triangles for a 3-4-5 TriangleConstructions with Paper FoldingDissecting Five Cubes into OneSpecial Prime Circles
Dissecting a Cube into a Golden Acute Rhombohedron and Three Congruent Rectangular Solids
Bradley's Triangles for a 3-4-5 Triangle
Constructions with Paper Folding
Dissecting Five Cubes into One
Special Prime Circles
Dissecting a Bilinski Dodecahedron into a Near CubeDissecting a Cube into an Obtuse Rhombohedron, Three Congruent Rectangular Solids and Two Congruent CubesDissecting a Cube into a Rhombohedron and Three Congruent CubesConstructing a Wooden Bilinski DodecahedronCode 686 Builds the Chair Tiling
Dissecting a Bilinski Dodecahedron into a Near Cube
Dissecting a Cube into an Obtuse Rhombohedron, Three Congruent Rectangular Solids and Two Congruent Cubes
Dissecting a Cube into a Rhombohedron and Three Congruent Cubes
Constructing a Wooden Bilinski Dodecahedron
Code 686 Builds the Chair Tiling
Dissecting a Rhombic TriacontahedronDissecting and Reassembling a Cube into Three Different SolidsRearranging Dissections of Six Rhombic Dodecahedrons of the Second KindDissecting a Rhombic Triacontahedron into Twenty Congruent Cubes2. Mazes on Polyhedral Nets
Dissecting a Rhombic Triacontahedron
Dissecting and Reassembling a Cube into Three Different Solids
Rearranging Dissections of Six Rhombic Dodecahedrons of the Second Kind
Dissecting a Rhombic Triacontahedron into Twenty Congruent Cubes
2. Mazes on Polyhedral Nets

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