For the specific initial conditions $($presented below$),$ deduce the design equation in

terms of conversion of the limiting reactant, for a batch reactor where the next

elemental reaction occurs in liquid phase and under isothermal conditions.

$A+B3C+D$

$C_{A0}=2mo\frac{l}{L}$;$C_{B0}=1\mathrm{.}5mo\frac{l}{L}$;$C_{C0}=0$;$C_{D0}=2mo\frac{l}{L}$

$k_A=\frac{\text{N}\text{M}\text{e}\text{c}}{40000}{10}^{-3}Lmo{l}^{-1}mi{n}^{-1}$

a$)$ Identify the limiting reactant. Justify the answer.

b$)$ What is the conversion of the limiting reagent and the concentration of

reaction products $C$ and $D,$ at a reaction time of $1200s?$

c$)$ If the reaction occurred in gas phase at constant pressure, what would be the

concentration of all components of the reaction mixture for a conversion of

the limiting reactant of $70\%?$