Determine the net force $($including direction$)$ felt by a gold marble of radius $0\mathrm{.}95$ cm that is fully submerged in liquid mercury. Pgold$=19300$ k$($g$)/($m$)3$; pmerc$=13600$ k$($g$)/($m$)3$; vsphere $=(4)/(3)$pir$3$

Determine the net force $($including direction$)$ felt by a gold marble of radius $0\mathrm{.}95$ cm that

is fully submerged in liquid mercury. $\backslash$rho $\_($gold $)=19300$k$($g$)/($m$^(3))$;$\backslash$rho $\_($merc $)=13600$k$($g$)/($m$^(3))$;

V$\_($sphere $)=(4)/(3)\backslash$pi r$^(3)$