Answer in matlab code and use section bisect_param.m function. Please use comments to know your thinking as you do the problem and what variables meant what. Do it on matlab software and test that it works please.

NOTE: there is two pictures with information

Consider the following model that predicts the dissociation of water vapor into hydrogen and oxygen at high temperatures. The mole fraction, x, of H2O that dissociates can be represented by x 2p Where K is the equilibrium constant and p, is the total pressure. Solve for the mole fraction, x, corresponding to pressures (p) ranging from I to 5 in increments of 0.2 using the following methods. Use K 0.055 for all cases Use the bisection method with .-1 E-4. You can use the bisect-param. m function developed in the videos or write your own version for extra practice. Use an initial bracket of x 0.01 andx 0.1 for all values of p,. Save your results for x, E, and the associated iteration counts in three column vectors . Use the fzero function with &,-1E-4 and the same initial bracket as you used for bisection. Save your results for a and the associated residuals in two column vectors . ANSWERS: Write your bisection results for x, & and the iteration counts as Al.dat, A2.dat and A3.dat respectively. Write your fzero results for x and the associated residuals to A4.dat and A5.dat respectively. All should be 21 x 1 column vectors