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What solid figure has 2 flat surfaces 0 vertices?

The solid figure that has 2 flat surfaces and 0 vertices is a cylinder. A cylinder consists of two parallel circular bases (the flat surfaces) connected by a curved surface. The bases do not have any vertices, as they are continuous curves.


What is a figure that has two circular bases and one curved surface?

Cylinder - a solid figure formed by two congruent parallel circles joined by a curved surface.


A 3D figure with two parallel congruent circular bases connected by a curved lateral surface?

Cylinder


A three dimensional figure with two parallel and congruent bases connected by a curved lateral surface?

cylinder


A figure with one curved surface and two parallel bases that are congruent circles?

Sounds like a cylinder


What is a three dimensional figure with 2 Parallel Congruent Circle bases connected by a curved surface?

It is a cylinder that fits the given description.


What is a solid figure formed by two congruent parallel circles joined by a curved surface?

A cylinder would fit the given description


What is solid figure formed by two congruent parallel circles joined by a curved surface?

A cylinder would fit the given description


What 3d shape has 5 vertices 8 edges and 5 curved surfaces?

square based triangle


What is a 3D figure with 2 congruent parallel circular bases and 1 curved surface?

A cylinder or half a torus (donut), or a long tubular shape whose ends are lined up so as to be parallel..


What is the definition of surface in math?

A surface is a 2-dimensional manifold. Most surfaces are curved, in which for a small "differential" section of a surface, a plane figure is uniquely determined.


What solid figure has 2 flat surfaces and 0 vertices?

A solid figure with 2 flat surfaces and 0 vertices is a cylinder. A cylinder has two circular flat surfaces, known as bases, and no vertices because it does not have any corners or points where edges meet. It is a three-dimensional shape that is formed by a curved surface connecting the two bases.