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What is a polyhedron with the fewest number of faces?
The Platonic solids, in order of number of faces, are:Tetrahedron - 4Cube - 6Octahedron - 8Dodecahedron - 12Icosahedron - 20Therefore, the fewest number of faces of a Platonic solid can be found on a tetrahedron.
What are the fewest faces a polyhedron can have?
4The minimum number of face a polyhedron can have is four.
What shape has the most vertices and faces?
There is no limit to the number of vetices or faces that a shape can have.
What is any shape with a number of faces?
If they are plane faces the shape is likely to be a polyhedron.
How can you calculate the number of edges on a polyhedron given only the shapes?
The answer will depend on what is known of the shape. If you know only the number of faces, or only the number of vertices, then you cannot work out the number of edges. If you only know the shapes of the faces you cannot.The answer will depend on what is known of the shape. If you know only the number of faces, or only the number of vertices, then you cannot work out the number of edges. If you only know the shapes of the faces you cannot.The answer will depend on what is known of the shape. If you know only the number of faces, or only the number of vertices, then you cannot work out the number of edges. If you only know the shapes of the faces you cannot.The answer will depend on what is known of the shape. If you know only the number of faces, or only the number of vertices, then you cannot work out the number of edges. If you only know the shapes of the faces you cannot.
