The following reaction is taking place at $T=300K$ and $1$ bar:

$(\frac{1}{2})A+(\frac{2}{3})B(\frac{5}{3})C+D+(\frac{1}{3})E$

$A$ is component $1,B$ is component $2,C$ is component $3,D$ is component $4,$ and $E$ is component $5$

If the molar flux of component $1$ is $-3\mathrm{.}642mo\frac{l}{s}c{m}^2,$ the flux of component $3$ in $mo\frac{l}{s}c{m}^2$ is:

Hit: write the answer in the form

X$.$xxx$,$ for example: $9\mathrm{.}667$