g$($t$)=-7(t-9{)}^9(t-10{)}^6(t-5{)}^8$

what $is$ the degree $ofg(t)?$

what $is$ the leading term $ofg(t)?$

from smallest $to$ largest, the zeros $ofg(t)$ are $t=$ and their multiplicities are respectively

The graph $ofg(t)$ turns $at$ these zeros: $t=$

The graph $ofg(t)$ crosses the $x-$axis $at$ these zeros: $t=$