A cube, a dodecahedron, an icosahedron amongst regular polyhedra. Many irregular polyhedra, including a prism.
A polyhedron is a solid with flat faces - a cube is just one of many different examples of regular polyhedra - otherwise known as platonic solids.
They are all convex, they are all polyhedra and they are all regular.
There are different formulae for different polyhedra and these depend on what information about the polyhedron is given.
A regular polyhedron (other than a hexahedron), any pyramid, as well as most irregular polyhedra.
The five regular polyhedra are Tetrahedron, Hexahedron(cube), octahedron, dodecahedron and Icosahedron.
I think its LxWxH * * * * * No it is not. There are different formulae for different solids such as spheres and polyhedra etc.
A cube, a dodecahedron, an icosahedron amongst regular polyhedra. Many irregular polyhedra, including a prism.
A polyhedron is a solid with flat faces - a cube is just one of many different examples of regular polyhedra - otherwise known as platonic solids.
No. A pyramid is a polyhedron. Many pyramids are polyhedra.
No it's not. There are only 5 regular polyhedra, and none of them has 10 sides.
Not exactly. A tetrahedron is a polyhedron. Many tetrahedra are polyhedra.
They are all convex, they are all polyhedra and they are all regular.
One polyhedron; many polyhedra. Simple,wasn't that?
Polyhedra are named by the number of faces they contain. The names are based on Classical Greek. Over time, some polyhedra have become known by common, non-Greek names, i.e. a regular hexahedron is commonly called a cube.
There are infinitely many polyhedra. There is no limit to the number of faces that a polyhedron can have. Given any polyhedron, simply cut off one vertex so that you will have a polyhedron with one more face. Also there are several versions of polyhedra with the same number of faces. A hexahedron, for example, can be a parallelepiped or a pentagon based pyramid or a triangular based dipyramid.
There are infinitely many polyhedra that can be made from two different polygons.