A liquid$-$phase reaction $2$AlongrightarrowB

Alongrightarrow$2C$

takes place in a $10\mathrm{.}0-$liter continuous stirred$-$tank reactor. The reactor may be considered perfectly mixed, so that the contents are uniform and the concentrations of A$,$ B and C in the product stream equal that inside the tank., The initial concentration of $A$ in tank $10mo\frac{l}{L}$ and $)=k_2=(0\mathrm{.}01s^{-1}$

rate of reaction $(1)=k_1{C}_A(mo\frac{l}{L}.s)$

rate of reaction $(2)=k_{2}CA(mo\frac{l}{L}.s)$

$1-$ Write a balance equation on species $A,B$ and $C$ in the tank and provide an initial conditions.

$2-$ Calculate $C_A,C_B$ and $C_c$ at the steady$-$state in the ta

$3-$ Calculate $C_A,C_B,Cc$ and after $10s$ in the tank