Let F$($x$,$y$,$z$)=5$z$2$xi$+(53$y$3+$tan$($z$))$j$+(5$x$2$z$+2$y$2)$kF$($x$,$y$,$z$)=5$z$2$xi$+(53$y$3+$tan$($z$))$j$+(5$x$2$z$+2$y$2)$k$.$ Use the Divergence Theorem to evaluate $$SF$$dS$$SF$$dS where SS is the top half of the sphere x$2+$y$2+$z$2=1$x$2+$y$2+$z$2=1$ oriented upwards.

$$SF$$dS$=$