Please answer parts A and B and PROVIDE PYTHON CODE. This is what im confused on, not the math of the problem. Thank you!

The velocity of water v (m/s) discharged from a cylindrical tank through a long pipe can be computed as: V23H c = V2gH tanh where = 9.81 m/s?, H = initial head (m), L = pipe length (m), and t= elapsed time (s). We would like to determine H needed to achieve v= 5m/s in t=2.5s for L = 4m. (a 10 pts) Find the derivative function of f(H) (b) Find H with a stopping criterion of Ea 5 Es = (0.5*102-0)% with d= 7 significant figures: (b1 10 pts) With Newton-Raphson Method with initial guess of xo (b2 10 pts) With Secant Method with initial guesses of x-1 = 1 and xo = 2 For each method show: Python code and iterations each with: iteration#, root estimate xr, f(xr), ka