Slove only part(e)

Useing MATLAB

Problem Two: (Based on Chapra, Problems 5.1-5.4) Analytical solution can be used to predict the free fall velocity as a function of time: Ca Determine the drag coefficient needed knowing that an 80-kg bungee jumper will have a velocity of 36 m/s after 4 seconds of free fall. Start with initial guesses cd E [0.10.2]. The gravitational acceleration is g-9.81 s. a) Solve for ca using the secant method. Show two complete iterations b) Solve for Cd using the modified secant method, with ro = 0.2 and = 0.01. Show two complete iterations. c Solve for ca using the MATLAB function fzero. Page 1 of 2 Roots of Equation Open Methods d Solve for ca using the MATLAB function secant. Your answer should achieve 10 significant figures. Report the final answers, i.e. root, approximate error and number of iterations. It is required to study how the value of would affect the convergence of the modified secant method. You may achieve this task by plotting the number of iterations against the values of & You may use the range 1x100.1 e)