Question

Please help I don't understand how to do this question. the equation is
`g(x) = - (2)/(3) \sin(4x) - 3`

Answer 1

`\begin{gathered} \text{For f(x)=sin(x)} \\ \text{Amplitude= 1} \\ Period\text{ =2}\pi \\ \text{Frequency}=\text{ 1} \\ Vertical\text{ translation =0} \\ phase\text{ shift=0} \\ \\ \text{For }g(x)=-(2)/(3)\sin (4x)-3 \\ \text{Amplitude =}(2)/(3) \\ \text{Frequency}=4 \\ Period\text{ =}(\pi)/(2) \\ Vertical\text{ translation =-3} \\ phase\text{ shift=0} \end{gathered}`