Please solve using MATLAB ONLY and show entire script with comments. Thank you

2. Secant Method: xi+1=xif(xi1)f(xi)f(xi)(xi1xi) Part I Develop a Matlab program to determine the root of f(x)=2ex3x using the secant method. Terminate the calculation when the specified error tolerance, s, corresponds to seven significant figures (3=0.5102n)%. Use 0 and 1 as initial values for x1 and x0. Compare the approximate error to the true relative error at each iteration. The true root is x=0.432562755532... How does the true error vary versus the approximate error as the number of iterations increase? What does this say about stopping the iterations when a<. part ii when the algorithm is working add code to prompt user input number of significant figures and report back root iterations course any errors encountered. list possible that could occur in this with a fixed function. also if function were be an program handle or>