Which of the following is not a characteristic of a regular polyhedron?
A.
It is also considered to be a convex polyhedron.
B. The number of edges meeting at each vertex is the same for all vertices.
C. All of the faces are congruent.
D.
It is not a Platonic solid.
Please select the best answer from the choices provided
ABC
C

Question

13-05-2024
Mathematics

Answered

Which of the following is not a characteristic of a regular polyhedron?
A.
It is also considered to be a convex polyhedron.
B. The number of edges meeting at each vertex is the same for all vertices.
C. All of the faces are congruent.
D.
It is not a Platonic solid.
Please select the best answer from the choices provided
ABC
C

Answer :

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Final answer:

A regular polyhedron, or Platonic solid, possesses specific characteristics that include being a convex polyhedron, having a consistent number of edges meeting at each vertex, and having congruent faces. Therefore, the statement 'It is not a Platonic solid' is incorrect when describing a regular polyhedron.

Explanation:

A regular polyhedron (also known as a Platonic solid) has certain characteristics:

It is a convex polyhedron.
The number of edges meeting at each vertex is the same for all vertices.
All of the faces are congruent.
Therefore, the statement 'It is not a Platonic solid' does not align with the characteristics of a regular polyhedron.

Learn more about Regular Polyhedra here:

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