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Polyhedra
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Demonstrations 361 - 380 of 432
Proposition 30, Book XI, Euclid's ElementsProposition 29, Book XI, Euclid's ElementsProof of Proposition 28, Book XI, Euclid's ElementsAnother Dissection of Two Rhombic Solids into an Icosidodecahedron and a RhombicosidodecahedronDissection of the Oblate Golden Rhombohedron
Proposition 30, Book XI, Euclid's Elements
Proposition 29, Book XI, Euclid's Elements
Proof of Proposition 28, Book XI, Euclid's Elements
Another Dissection of Two Rhombic Solids into an Icosidodecahedron and a Rhombicosidodecahedron
Dissection of the Oblate Golden Rhombohedron
Definitions of Hill's TetrahedraSix-Piece Dissection of Hill's Tetrahedron of Type 3 into a Triangular PrismFour-Piece Dissection of Hill's Tetrahedron of Type 2 into a Triangular PrismDissection of Hill's Tetrahedron of Type 1Two Proofs of the Equality of the Volumes of a Box and a Parallelepiped
Definitions of Hill's Tetrahedra
Six-Piece Dissection of Hill's Tetrahedron of Type 3 into a Triangular Prism
Four-Piece Dissection of Hill's Tetrahedron of Type 2 into a Triangular Prism
Dissection of Hill's Tetrahedron of Type 1
Two Proofs of the Equality of the Volumes of a Box and a Parallelepiped
Dissection of a Truncated Octahedron into Hexagonal Skew Prisms and ParallelepipedsDissection of Two Rhombic Solids into an Icosidodecahedron and a Rhomb-Icosi-DodecahedronDissection of an Oblique into a Right PrismTaking Apart a CubeEquidecomposition of a Rhombohedron, Hexagonal Prism, and a Rhombic Dodecahedron
Dissection of a Truncated Octahedron into Hexagonal Skew Prisms and Parallelepipeds
Dissection of Two Rhombic Solids into an Icosidodecahedron and a Rhomb-Icosi-Dodecahedron
Dissection of an Oblique into a Right Prism
Taking Apart a Cube
Equidecomposition of a Rhombohedron, Hexagonal Prism, and a Rhombic Dodecahedron
Tiling Space with a Schmitt-Conway BiprismDissection of a Rhombohedron into a Right Prism with the Same BaseDissection of a Pentagonal Antiprism into a Metabidiminished IcosahedronDissection of Three Rhombic Solids into an Icosahedron, a Dodecahedron, and an IcosidodecahedronFour-Piece Dissection of Juel's Pyramid to a Prism
Tiling Space with a Schmitt-Conway Biprism
Dissection of a Rhombohedron into a Right Prism with the Same Base
Dissection of a Pentagonal Antiprism into a Metabidiminished Icosahedron
Dissection of Three Rhombic Solids into an Icosahedron, a Dodecahedron, and an Icosidodecahedron
Four-Piece Dissection of Juel's Pyramid to a Prism

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