Question

How do you find the period of `y=sin(0.6x)`?

Answer 1

Period is `(10pi)/3`

Explanation:

If we have an equation of the type `y=p sin(qx+r)+s`,

`p` gives its amplitude ,
`(2pi)/q` is period ,
phase shift is `r/q` and
`s` is vertical shift

Hence in the equation `y=sin(0.6x)`

Period is `(2pi)/0.6=(20pi)/6=(10pi)/3`