given the functions g$($x$)=2$x$^2+4$x and h$($z$)=4$z$-3$ select all that are true of the composite function g o h a$)$ its derivative is $16$x$+16$ b$)$ it is one$-$to$-$one on the interval $(-$infinity, $0\mathrm{.}5)$ c$)$ it is invertible on its entire domain d$)$ it has a global mx a x$=0\mathrm{.}5$