A reaction occurs in a solution of $M$ and with a bed of solid zeolite catalyst and saturated with $A.$ You are given the following complex reactions and rate laws.

$A+$BlongrightarrowC $(eqn1)$

$C+$AlongrightarrowF$+H_{2}O(eqn2)$

$C+$MlongrightarrowE$+H_{2}O(eqn3)$

$E+$AlongrightarrowF$+M(eqn4)$

$-r_B=r_B=r_1=\frac{w{k}_1{A}^{\text{'}}B}{1+k_A{A}^{**}}=\frac{w{k}_1{C}_A{C}_B}{1+k_A{C}_A}$

$-r_{2C}=r_2=\frac{w{k}_A{A}^{\text{'}}C}{1+k_{A}A}=\frac{w{k}_2{C}_A{C}_c}{1+k_A{C}_A}$

$-r_{3C}=r_3=w{k}_{3}C=w{k}_{3C}{C}_C$

$-r_{4E}=-r_4=\frac{w{k}_4{A}^{\text{'}}E}{1+k_A{A}^{\text{'}}}=\frac{w{k}_{4B}{C}_A{C}_E}{1+k_A{C}_A}$

The rate and equilibrium constants are given in the Table below. The catalyst charge $(w)$ is $10k\frac{g}{m^3},$ the initial concentration of $B$ is $0\mathrm{.}54$kmo$\frac{l}{d}{m}^3,$ the partial pressure of $A$ is $5\mathrm{.}9$MPa, and the temperature is $373K.$ Plot the concentrations of $A,B,C,E,$ and $F$ as a function of time.

Table of Constants

A reminder of Henry's law:

$C=k^{***}P$

where $C=$ concentration; $k=$ Henry's law constant; $P=$ partial pressure of the gas. Please show all working and the the codes to be used on matlab as well as the graph to be generated and answer correctly for thumbs up