Question

Which of the following rotations will produce a 12-sided polyhedron? answers: Rotating a 12-gon about a vertical axis running along one side Rotating a 12-gon about a vertical axis passing through the center No rotation will produce a polyhedron. The solids of rotation are non-polyhedral. Rotating a 12-gon about a horizontal axis passing through the center

Answer 1

No rotation will produce a polyhedron.

The Solids of rotation are non-polyhedral

Explanation:

I just took the quiz and got it right!

Answer 2

The answer is "No rotation will produce a polyhedron. The solids of rotation are non-polyhedral".

Explanation:

• The dodecahedron is often the most popular, it is the regular dodecahedron, which would be a Platonic solid.
• The Rotational solid particles will always have a curved form, such that they are always non-polyhedral.
• It will be no rotation creating a polyhedron. Those rotational solids were non-polyhedral, that's why the above given choice is correct.