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Any one of the four larger Platonic solids (not the tetrahedron).

In all cases, moving one of the faces laterally will still leave a solid which will beet the requirements : the cube (hexahedron) could become a rhombohedron.

There are many more shapes with fewer symmetries.

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Q: What is a solid with two parallel and congruent bases?
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Related questions

What solid has two parallel bases that are congruent?

Both a cylinder and a prism can have parallel and congruent bases.


What solid has two congruent parallel bases and 15 edges?

An upright pentagonal prism has two congruent parallel bases and 15 edges.


What are solid that have two bases that are parallel congruent circles?

cylinder


What is solid with two congruent and parallel bases like a pipe?

A cylinder


What polyhedron has two congruent parallel bases?

A prism has two congruent parallel bases.


Which solid figure has two parallel bases that are congruent polygons and rectangular faces joining the bases?

Prism!


What is a solid with two parallel bases that are congruent polygons and the lateral faces are parallelograms?

A prism.


What is a solid that is not a polyhedron two bases that are parallel congruent circles?

A cylinder would fit such a description of it.


It two congruent bases that are parallel what shape is it?

parallelogram, because if the two bases are congruent and parallel then the sides will also have to be parallel, so it is a parallelogram


Which does not have two congruent parallel bases?

Most things do not have two congruent parallel bases. I do not, by desk does not, my lap top does not, etc etc.


What is the vocab term of a solid with two parallel and congruent bases in the shape of polygons?

Sounds like a rectangular solid to me, such as an elongated box.


What solid with two parallel bases that are congruent triangles has later faces that are parallelograms?

It is a prism. More specifically, "A solid figure that has two bases that are parallel, congruent polygons and with all other faces that are parallelograms." This describes the general prism. Replace "polygons" with "triangles" and you have specified a triangular prism.