Solve this fifth order polynomial, f(r), numerically for the value of r that satisfies the above equation (that is, find the root of the above equation). Use the recursive Newton-Raphson method. You will need to write a python code representing f (r) as well as the first derivative of f(r).

The computed solution (in meters) is the Lagrange Point for the given values below. Compute the Lagrange Point to 1.0 10^3 meters accuracy. Constant values follows us:-

G = 6.67410^-11

M = 5.974 10^24

m = 7.348 10^22

R = 3.844 10^8

w = 2.66210^6

Can you please help me write the code for this question and get the desired output (the root of the equation)???ASAP