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энэдр - Übersetzung nach Englisch
энэдр
m.
n-hedral, n-hedron
n-hedral, n-hedron
n-hedral
n-hedron
![Full [[icosahedral symmetry]] divides the sphere into 120 triangular domains.](https://commons.wikimedia.org/wiki/Special:FilePath/Icosahedral reflection domains.png?width=200 "Full [[icosahedral symmetry]] divides the sphere into 120 triangular domains.")
![A skeletal polyhedron (specifically, a [[rhombicuboctahedron]]) drawn by [[Leonardo da Vinci]] to illustrate a book by [[Luca Pacioli]]](https://commons.wikimedia.org/wiki/Special:FilePath/Leonardo polyhedra.png?width=200 "A skeletal polyhedron (specifically, a [[rhombicuboctahedron]]) drawn by [[Leonardo da Vinci]] to illustrate a book by [[Luca Pacioli]]")
![The [[tetrahemihexahedron]], a non-orientable self-intersecting polyhedron with four triangular faces (red) and three square faces (yellow). As with a [[Möbius strip]] or [[Klein bottle]], a continuous path along the surface of this polyhedron can reach the point on the opposite side of the surface from its starting point, making it impossible to separate the surface into an inside and an outside.](https://commons.wikimedia.org/wiki/Special:FilePath/Tetrahemihexahedron rotation.gif?width=200 "The [[tetrahemihexahedron]], a non-orientable self-intersecting polyhedron with four triangular faces (red) and three square faces (yellow). As with a [[Möbius strip]] or [[Klein bottle]], a continuous path along the surface of this polyhedron can reach the point on the opposite side of the surface from its starting point, making it impossible to separate the surface into an inside and an outside.")
![Universum museum]] in Mexico City](https://commons.wikimedia.org/wiki/Special:FilePath/UniversumUNAM19.JPG?width=200 "Universum museum]] in Mexico City")
SOLID IN THREE DIMENSIONS WITH FLAT FACES
Polyhedra; CHILIAHEDRON; Polyhedrons; Chiliahedron; 3-polytope; Polyhedron and Polyhedra; Nullitope; 3-dimensional polytope; Polyhedral surface; Hedron; Hedrons; Null polytope; N-hedron; Volume of a polyhedron; Coptic polyhedron; Acoptic polyhedron; Nonacoptic polyhedron; 0-gon; Null polygon; Topological polyhedra; Orthogonal polyhedron; Orthogonal polyhedra; Orthogonal polyhedrons; Facet of a polyhedron
общая лексика
энэдр
