Assertion: polyhedron's face | /r/HasProperty | polygon
Facets:
value: with holes
type: OTHER
value: in a particular solid
type: LOCATION
value: with inversion symmetry
type: OTHER
value: with twelve flat faces
type: OTHER
Source sentences:
text: Each face is a polygon (a flat shape with straight sides).
text: " + ἕδρα hédra "base", "seat" or "face") is any polyhedron with twelve flat faces.
text: They are no longer regular; they are called semi -regular; all faces are regular polygons, but there is more than one polygon in a particular solid, and all vertices are identical.
text: The entire faces in a polyhedron are considered as the polygon.
text: Each flat face is a polygon.
text: The cube-on-a-cube is of course excluded by the need for every face to be a polygon:
text: A zonohedron is a convex polyhedron where every face is a polygon with inversion symmetry or, equivalently, symmetry under rotations through 180°.
text: For such a polyhedron, each face of the convex hull either lies on the surface of the toroid, or is a polygon all of whose edges lie on the surface of the toroid.
text: Each face of a polyhedron is a polygon, another type of geometric figure.
text: Each face is a polygon, that is, a flat surface consisting of a series of straight edges.
text: Each face is in fact a polygon, a closed shape in the flat 2-dimensional plane made up of points joined by straight lines.
text: A polyhedron (plural: polyhedra) is a three - dimensional figure made up of sides called faces, each face being a polygon.
text: Polyhedra embedded in Euclidean space as manifolds (with multiple variations according to whether the faces are simple polygons, weakly simple, or polygons with holes, whether flat dihedrals are allowed, and whether the intersections of faces are restricted to single vertices or edges or whether they are unrestricted)
text: Notice no face has a curve, all faces are polygons, and the three-dimensional, solid shape uses the same shape over and over.
text: As you can see, a cube has 6 flat faces that are polygons — in this case, all of the faces are square — and 12 straight edges.
text: A polyhedron is understood as a surface whose faces are polygons, a 4-polytope as a hypersurface whose facets (cells) are polyhedra, and so forth.
text: Note: The faces of a polyhedron are all polygons.
text: In other words, a polyhedron is a solid shape whose faces are all polygons.
text: A polyhedron is a 3-D figure whose faces are polygons.
text: The faces of the polyhedron are polygons, each bounded by a number of sides.
text: All faces are polygons and all edges are line segments.