Question

How do you graph `y=3/2sinx` over `0<=x<=360`?

Answer 1

Below

Explanation:

`y=3/2sinx`

When written in the general form, `y=asin(nx)+b`
where
`a` is amplitude
`n` is used to find the period
`b` is the shift of the graph up/down by `b` units

Looking at `y=3/2sinx`, we can immediately tell that it has an amplitude of `3/2` and its period is `2pi` and there is no shift. In other words, it is the graph `y=sinx` but with an amplitude of `3/2` and not `1`.

graph{3/2sinx [-10, 10, -5, 5]}
Above is the graph `y=3/2sinx`