Question

Graph h(x) =2sin(2x)-3

Answer 1

Answer: See the graph attached.

Explanation:

Given the function in te form
`h(x)=Asin(Bx)+k`

Where A is the amplitude of the wave,
`(2\pi)/(B)` is the period and k is vertical shift.

In the function
`h(x)=2sin(2x)-3`, you can identify that the amplitude "A" is 2, the vertical shift "k" is -3 and the period
`(2\pi)/(B)` is:

`(2\pi)/(2)=\pi`

Then, the graph of this function is shown in the figure attached.