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What is the definition of a polyhendron?
If you mean polyhedron - it is solid figure having many faces
What is a polyhendron?
A polyhedron is a three-dimensional geometric shape with flat polygonal faces, straight edges, and vertices. Common examples include cubes, tetrahedra, and octahedra. Polyhedra can be classified into regular (where all faces and angles are congruent) and irregular types. They are fundamental in various fields, including mathematics, architecture, and chemistry, particularly in the study of molecular structures.
What shape has flat faces?
There are many. All polyhedra have ONLY flat faces but many other shapes have flat faces such as a hemisphere or an octant or a cylinder.
Are the faces of a polyhedron all flat surfaces?
Yes and its flat surface faces are in regular shapes.
Are all faces of a polyhedron flat?
Yes
How many edges and faces does a polyhendron have?
A polyhedron is a 3-dimensional shape with MANY, but UNSPECIFIED number of vertices. The number of edges and faces are therefore not specified either. Poly = many Hedron = Vertex
What shape has flat faces 8 vertices all square faces?
A cube.
How many curved faces in a pyramid?
None. All faces on a pyramid are flat.
The faces of a square pyramid are all flat?
Yes.
Which solid shape has all flat faces?
A polyhedron.
Why is all the faces of a polyhedron flat?
It is a definitional requirement. If any face is not flat, then it is not a polyhedron.
How do you find flat faces of a triangular prism?
All the faces of a triangular prism must be flat. So finding them should not be too difficult!
