Using Python to solve this. Got the function working, but I am not sure how to write the function in order to calculate find the Volume. Any help would be appreciated.

Secant method and method of false position (10 marks) A more realistic modification to the Van der Waals' equation is the Dieterici equation (in its reduced form): P(2V - 1) = T exp ( 2 exp(-(1-per)) Provide a Python implementation of the secant method below. Let accuracy tolerence TOL and maximum number of iterations No be parameters of the method. Print for each case the approximated root at every iteration step. Using the secant method with TOL = 10-10 and No = 25, find the volume of a fluid according to the Dieterici equation for the following cases: Case F: T = 0.8 and P = 0.45 with initial guesses 0.5 and 1.3. Secant method and method of false position (10 marks) A more realistic modification to the Van der Waals' equation is the Dieterici equation (in its reduced form): P(2V - 1) = T exp ( 2 exp(-(1-per)) Provide a Python implementation of the secant method below. Let accuracy tolerence TOL and maximum number of iterations No be parameters of the method. Print for each case the approximated root at every iteration step. Using the secant method with TOL = 10-10 and No = 25, find the volume of a fluid according to the Dieterici equation for the following cases: Case F: T = 0.8 and P = 0.45 with initial guesses 0.5 and 1.3