How does the period of f(x)=cos⁡(1/6 x) relate to the period of the parent function cos⁡ x?

The period of f(x) is the same as the period of the parent function.

The period of f(x) is 1/6 the length of the period of the parent function.

The period of f(x) is 3 times longer than the period of the parent function.

The period of f(x) is 6 times longer than the period of the parent function.

Question

How does the period of f(x)=cos⁡(1/6 x) relate to the period of the parent function cos⁡ x?

The period of f(x) is the same as the period of the parent function.

The period of f(x) is 1/6 the length of the period of the parent function.

The period of f(x) is 3 times longer than the period of the parent function.

The period of f(x) is 6 times longer than the period of the parent function.

Macho14 · Answer

I am confused on this question. I am good at this stuff, just really tired right now.

darkknight · Answer

look, try graphing it it might help. Ill walk u though

Macho14 · Answer

Nah, i got it now thanks though!

darkknight · Answer

oh, uw