Two skydivers are holding on to each other while falling straight down at a common terminal speed of $59\mathrm{.}50$ m$/$s$.$ Suddenly, they push away from each other. Immediately after separation, the first skydiver, who has a mass m$,$ of $94\mathrm{.}80$ kg$,$ has a velocity v$1$ with the components $($straight down$$ correspond to the positive Z axis$)$

U$1$x $=4\mathrm{.}930$ m$/$S Uly $=4\mathrm{.}750$ m$/$S U$1,2=59\mathrm{.}50$ m$/$s

Immediately after separation, what are the x and y components U$2,$x and Uzy, respectively, of the velocity v$2$ of the second skydiver, whose mass m$,$ is $52\mathrm{.}20$ kg$?$

Assume that there are no horizontal forces of air resistance acting on the skydivers.