If $$SF$$dA$=12$SF$$dA$=12$ and SS is a flat disk of area $4$$4$$,$ then $$F$=3/$$$F$=3/$$.$

$?$True$$False$2.$ If F$$F$$ is a vector field in $3-$dimensional space, and WW is a solid region with boundary surface SS$,$ then $$SF$$dA$=$W$$F$$dV$.$SF$$dA$=$W$$F$$dV$.$

$?$True$$False$3.$ If F$$F$$ is a vector field in $3-$dimensional space, then $($F$)=0.($F$)=0.$

$?$True$$False$4.$ If F$$F$$ and G$$G$$ are vector fields satisfying $$F$=$G$$F$=$G$,$ then F$=$G$.$F$=$G$.$

$?$True$$False$5.$ If F$$F$$ is a vector field in $3-$dimensional space satisfying $$F$=1$F$=1,$ and SS is a closed surface oriented outward, then $$SF$$dA$$SF$$dA$$ is equal to the volume enclosed by S$.$