sketch the graph of a function f$($x$)$ with all the following properties. f$($x$)$ is defined on all values of x on $(-3,0),$ f$\text{'}($x$)>0$ on $(-3,0)$ and f$\text{'}($x$)<0$ on $(0,$infinity$),$ f$\text{'}\text{'}($x$)<0$ on $(-3,2)$ and f$\text{'}\text{'}($x$)>0$ on $(2,$infinity$),$ limit as x approaches $-3$ from the right f$($x$)=-$infinity, limit as x approaches infinity equals $1$