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bject made of 2d faces with all flat sides

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Are prisims polyhedrons or not polyhedrons?

A prism is a polyhedron.


Why are three dimensional figures with a curved surface not polyhedrons?

Three-dimensional figures with a curved surface are not considered polyhedrons because polyhedrons are defined as solids with flat polygonal faces, straight edges, and vertices. Curved surfaces lack these flat faces and straight edges, which are essential characteristics of polyhedrons. Examples of shapes with curved surfaces include spheres and cylinders, which do not fit the definition of a polyhedron. Thus, the presence of curved surfaces distinguishes these figures from polyhedra.


All polyhedrons are prisms or pyramids.?

No. Polyhedrons are any shape with multiple sides. A triangle and a prism are just two different kinds of polyhedrons.


Is an empty box a polyhedron. Do polyhedrons have to be solid?

Yes, an empty box is and No, polyhedrons don't have to be.


Cylinders and cones are just polyhedrons with circular bases?

False. Cylinders and cones are not just polyhedrons with circular bases.


Why aren't cylinder cones and spheres polyhedrons?

polyhedrons need flat face and edges, corners which cylinder cones don't have.


Are polyhedrons symmetrical?

not all, but some


Do polyhedrons have right angles?

not all


What shapes are the lunar craters?

Polyhedrons


Which of the following are not polyhedrons?

Cone, cylinder.


Why aren't cylinders cones and spheres polyhedrons geometry?

polyhedrons need flat face and edges, corners which cylinder cones don't have.


Why are cylinders and cones not considered to be polyhedrons?

Cylinders and cones are not considered polyhedrons because they do not have flat faces, which is a defining characteristic of polyhedrons. Polyhedrons are three-dimensional shapes made up of flat surfaces, while cylinders and cones have curved surfaces. Additionally, polyhedrons have straight edges where faces meet, whereas cylinders and cones have curved edges. Therefore, cylinders and cones are classified as curved surfaces rather than polyhedrons.