This question is asked earlier In first part show the plot and calculate the values of Cao, CBO, CCO after 10 seconds In second part find maximum concentration of B and show all the plots that were asked

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In a certain chemical reversible reaction, substances a and b produce a third chemical substance c. The mathematical model for the above-mentioned reaction as follows. The differential equations for the system are, (dCa)/(dt)=k2Cck1CaCb(dCb)/(dt)=k2Cck1CaCb(dCc)/(dt)=2k1CaCb2k2Cc K2=0.1,k1=0.001 The initial conditions are, t=0,Cc=0;Ca=100;Cb=200 Get values for Ca,Cb, and Cc after 10 seconds and plot concentration vs time for all three substance (all three profile in single plot) Question 2 The elementary liquid-phase series reaction is carried out in a batch reactor: Ak1Bk2C In this reaction, A is decomposed to the desired product B and the flow rate of the feed containing A is 25 liter/min. Determine the maximum concentration of B and the time when the concentration of B reaches the maximum value. Also plot concentration vs time The initial concentrations of A,B, and C are CA0=2.5mol/ liter, CB=Cc=0 The reaction rate constants are K1=0.2min1 and K2=0.1min1 Note: - All calculations should be done by software (MATLAB, Excel, etc.) only