$(04\mathrm{.}01$ MC $)$ A particle in rectilinear motion is defined as s$($t$)=$ln$(3$t $+2)$ sin$(2$t$)$ for t $0$ seconds, where s is given in meters. Find the instantaneous rate of change in position, in meters per second, at t $=1.(10$ points$)$

$2$sin$2+3$

$2$sin$2-9$

$1-$cos$2$

$-3-2$cos$2$