Part 2 - Newton Raphson method Write a program in python to calculate T2/Tfor which the efficiency is 40% with and initial guess of T1/T1 = 5 and es = 10-4%. What is the problem when you take an initial guess of 1.0 in this program? Why does it not converge? Fill the same table as under Part 1, now indicating your initial guesses and the required number of iterations to find the value of T2/T with an es = 10-4% using the Newton Raphson method. . Can you use the same initial guess for all efficiencies? What is the effect of this on the convergence? Compare the Newton Raphson method with the bisection method. What are advantages and disadvantages of using either of the methods? ## Use this cell to write your Newton Raphson function ## Use this cell to do your calculations on part 2 Answer cell for part 2 The value of T2/T, for an efficiency of 40% is YOUR ANSWER HERE and it took YOUR ANSWER HERE iterations from an initial guess of 5.0. When using an initial guess of T2/T = 1.0 the program does not converge because YOUR ANSWER HERE. Fill the following table where I is the initial guessand n is the number of iterations to find the value of T3/T, from that interval with an allowable error of G = 10-4% Part 2 - Newton Raphson method Write a program in python to calculate T2/Tfor which the efficiency is 40% with and initial guess of T1/T1 = 5 and es = 10-4%. What is the problem when you take an initial guess of 1.0 in this program? Why does it not converge? Fill the same table as under Part 1, now indicating your initial guesses and the required number of iterations to find the value of T2/T with an es = 10-4% using the Newton Raphson method. . Can you use the same initial guess for all efficiencies? What is the effect of this on the convergence? Compare the Newton Raphson method with the bisection method. What are advantages and disadvantages of using either of the methods? ## Use this cell to write your Newton Raphson function ## Use this cell to do your calculations on part 2 Answer cell for part 2 The value of T2/T, for an efficiency of 40% is YOUR ANSWER HERE and it took YOUR ANSWER HERE iterations from an initial guess of 5.0. When using an initial guess of T2/T = 1.0 the program does not converge because YOUR ANSWER HERE. Fill the following table where I is the initial guessand n is the number of iterations to find the value of T3/T, from that interval with an allowable error of G = 10-4%