A cylinder would fit the given description.
A cylinder
It could be a prism, but need not be. A regular dodecahedron, for example, is not a prism but has parallel and congruent pentagonal bases. You can also have any antiprism (see link).
a rectangular prism yeah
Prisms.Prisms.Prisms.Prisms.
A prism.
Both a cylinder and a prism can have parallel and congruent bases.
An upright pentagonal prism has two congruent parallel bases and 15 edges.
cylinder
A cylinder
It could be a prism, but need not be. A regular dodecahedron, for example, is not a prism but has parallel and congruent pentagonal bases. You can also have any antiprism (see link).
Prism!
a rectangular prism yeah
The given description fits that of a cylinder
Prisms.Prisms.Prisms.Prisms.
A prism.
A cylinder would fit such a description of it.
The two parallel and congruent faces of a solid are called bases. In three-dimensional geometry, these bases can serve as the top and bottom faces of shapes like prisms and cylinders. The congruence and parallelism of the bases are key characteristics that define these solids.