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A polyhedron. Examples include pyramids and cubes.

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Q: What is a three-dimensional figure whose surfaces are polygons?
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Related questions

What is a solid flat surfaces that are polygons?

One whose boundaries are straight lines.


What is the general name for a three-dimensional figure whose boundaries are polygons?

polygon


A round figure whose surfaces is all points equidisant from the center?

It is a circle or a sphere


A polyhedron is a two-dimensional figure bounded by polygons?

A polyhedron is a three-dimensional figure formed by flat surfaces that are bounded by polygons joining along their sides (the faces of the polyhedron).A circle is not a polygon, but we can say that a circle is the limit of a regular polygon with n sides. It means that if n becomes larger and larger, the polygon shape approaches to a circle. A circle is a two dimensional figure as a polygon is, but a three dimensional figure whose base(s) is/are a circle cannot be called a polyhedron.


Is a sphere a polyhedron?

No, a sphere is not a polyhedron.A polyhedron is a three-dimensional geometric figure whose sides are polygons.A regular polyhedron is a polyhedron whose faces are all congruent regular polygons.


What name is given to polygons whose angles all have the same measure?

regular polygons


What is a geometrical solid whose faces are polygons?

Octagon


Where did the name octahedron come from?

A polyhedron is closed a 3-dimensional figure whose faces are all polygons. The prefix "octa-" refers to eight and an octahedron is a polyhedron with 8 faces.


What is polyhedron crystal?

It is a crystal, all of whose faces are polygons.


A polyhedron whose faces are identical regular polygons?

Platonic solids.


Why is a regular polygon different from other polygons?

regular polygon-all the sides are the same length and the angles have the same measurement. polygon-a closed plane figure whose sides are segments that intersect at their endpoints.


What is required for a polyhedron?

It is a 3-dimensional shape whose faces are all polygons.