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X= 0.0279 fraction function >> f= x/1-x * sqrt (2*p/2+x) - k I need the MatLab code for (c) and the answer of (d) pleaseeeee
X= 0.0279
fraction function >> f= x/1-x * sqrt (2*p/2+x) - k
I need the MatLab code for (c) and the answer of (d) pleaseeeee :'(
X 2p K=- 1-x2+x where K is the reaction equilibrium constant and p is the total pressure of the mixture in units of atm. (a) If p = 3 atm and K = 0.05 determine the fraction x using the False-Position method. [Hint: You are given a MATLAB function in the appendix (engr3202_bisection) that applies the bisection method for root finding. Modify this function to perform false-position iterations and use it to solve this problem and attach your updated function(s).] 2 6) Report the initial guess(es), the stopping criterion for your method, and the number of iterations. What is the rational of the choice of the initial guesses? [Please choose a strict stropping criterion). C) Utilize the codes you developed so far to compute the fraction of dissociated H20 as a function of pressure for two cases; K=0.05 and K=0.1. In both cases allow the pressure to vary between 0 atm and 100 atm. Plot your results (fraction on y-axis and pressure on x-axis). Label the axes, insert legend, and produce a neat plot. [As usual include the plot in your answers document and attach your .m plotting scrip). (d) Based on your results in part (C) answer the following: (i) To achieve more splitting, is it better to reduce or increase the total pressure? ()To achieve more splitting, is it better to have low or high value of K? X 2p K=- 1-x2+x where K is the reaction equilibrium constant and p is the total pressure of the mixture in units of atm. (a) If p = 3 atm and K = 0.05 determine the fraction x using the False-Position method. [Hint: You are given a MATLAB function in the appendix (engr3202_bisection) that applies the bisection method for root finding. Modify this function to perform false-position iterations and use it to solve this problem and attach your updated function(s).] 2 6) Report the initial guess(es), the stopping criterion for your method, and the number of iterations. What is the rational of the choice of the initial guesses? [Please choose a strict stropping criterion). C) Utilize the codes you developed so far to compute the fraction of dissociated H20 as a function of pressure for two cases; K=0.05 and K=0.1. In both cases allow the pressure to vary between 0 atm and 100 atm. Plot your results (fraction on y-axis and pressure on x-axis). Label the axes, insert legend, and produce a neat plot. [As usual include the plot in your answers document and attach your .m plotting scrip). (d) Based on your results in part (C) answer the following: (i) To achieve more splitting, is it better to reduce or increase the total pressure? ()To achieve more splitting, is it better to have low or high value of KStep by Step Solution
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