The Platonic solids, in order of number of faces, are:
Tetrahedron - 4
Cube - 6
Octahedron - 8
Dodecahedron - 12
Icosahedron - 20
Therefore, the fewest number of faces of a Platonic solid can be found on a tetrahedron.
4The minimum number of face a polyhedron can have is four.
3
If they are plane faces the shape is likely to be a polyhedron.
A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.
The answer is a polyhedron
A polyhedron with the fewest number of faces is a triangular pyramid - it has four faces including the base.
4The minimum number of face a polyhedron can have is four.
A tetrahedron (triangular pyramid).
A polyhedron can have any number of faces 4 or higher.
A polyhedron is any 3D solid (such as a cube) - therefore, it can have any number of faces.
4
3
If they are plane faces the shape is likely to be a polyhedron.
A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.A polyhedron with 9 faces: a nonahedron.
An apeirohedron is a polyhedron having an infinite number of faces.
The answer is a polyhedron
No, they are the faces of the polyhedron.