Draw out all the axes of rotational symmetry for a cube. What is the total axes for this cube?

This is the 1^{st} axis... Order 4

This is the 2^{nd} axis... Order 4

This is the 3^{rd} axis... Order 4

This is the 4^{th} axis... Order 3

This is the 5^{th} axis... Order 3

This is the 6^{th} axis... Order 3

This is the 7^{th} axis... Order 3

This is the 8^{th} axis... Order 2

This is the 9^{th} axis... Order 2

This is the 10^{th} axis... Order 2

This is the 11^{th} axis... Order 2

This is the 12^{th} axis... Order 2

This is the 13^{th} axis... Order 2

In total, there are 13 axis of rotational symmetry for a cube.

Clearly, the answer is D.

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