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Which polyhedrons have fewer faces than vertices?
Any polyhedron other than a pyramid.
How many more vertices than faces has a cube?
A cube has 8 vertices and 6 faces. Therefore a cube has 2 more vertices than faces.
What kind of polyhedra has more faces than vertices?
Bipyramids are a class of polyhedra with more faces than vertices.
Which geometric shape has 2 more vertices than faces?
A cube is a geometric shape which has 6 faces and 8 vertices ie .2 more vertices than faces
Which figure has 2 more vertices than faces?
A cube has eight vertices and six faces (think of a die!).
Which polyhedrons have fewer faces than vertices?
Any polyhedron other than a pyramid.
How many more vertices than faces has a cube?
A cube has 8 vertices and 6 faces. Therefore a cube has 2 more vertices than faces.
What kind of polyhedra has more faces than vertices?
Bipyramids are a class of polyhedra with more faces than vertices.
Which geometric shape has 2 more vertices than faces?
A cube is a geometric shape which has 6 faces and 8 vertices ie .2 more vertices than faces
Does a cube haves exactly 2 less vertices than faces?
No. A cube has 6 faces and 8 vertices - it has exactly 2 more vertices than faces.
Which figure has 2 more vertices than faces?
A cube has eight vertices and six faces (think of a die!).
Which shape has more faces than vertices?
the answer is cylinder
What shapes have more than six faces?
Shapes that have more than six faces include polyhedrons such as the cube, which has six square faces, and the octahedron, which has eight triangular faces. Additionally, shapes like the dodecahedron have twelve pentagonal faces, and the icosahedron has twenty triangular faces. These shapes are examples of polyhedrons with more than six faces.
Which solid has two or more vertices than faces?
Rectangular Prism
What shape has 6 faces 6 vertices and 9 edges?
The shape would be impossible. The faces and vertices have to add up to two more than the edges.
What soild has fewer than 9 vertices?
Tetrahedron- (4 faces, 4 vertices) Octahedron- (8 faces, 6 vertices) Cube- (6 faces, 8 vertices)
Describe the algebraic relationship that exists between the sum of the faces and vertices and the number of edges?
you take face, than add the vertice, and subtract 2 from it this works for almost al polyhedrons but it doesn't work for a cylinder
