$42mo\frac{l}{m}in$ of $N_2{O}_2$ is fed into a chemical reactor operating at

steady state where it partially decomposes to $N{O}_2($see diagram

shown below$).$ The stream leaving the reactor flows at $63$gmo$\frac{l}{m}in.$

What is the molar flow rate of each component $(N_2{O}_4,N{O}_2)$ in the

reactor outlet? The stoichiometrically balanced reaction is

$N_2{O}_4$longrightarrow$2N{O}_2$

N$2$O$4$ decomposition$2-3.$tiff darr

a$.42mo\frac{l}{m}in{N}_2{O}_4,21mo\frac{l}{m}inN{O}_2$

b$.21mo\frac{l}{m}in{N}_2{O}_4,42mo\frac{l}{m}inN{O}_2$

c$.42mo\frac{l}{m}in{N}_2{O}_4,84mo\frac{l}{m}inN{O}_2$

d $84mo\frac{l}{m}in{N}_2{O}_4,42mo\frac{l}{m}inN{O}_2$