Python, Numerical Methods, Mathematics, Newtons Method.
f(x)=0, and xn is an approximation of f(x) and f’(x) != 0 , then the next approximation is calculated as: x{n+1} = xn − f(xn) / f′(xn) Using Newton’s method, we find one root of a given equation. Newton’s method is iterative in nature. It runs in a loop inching closer and closer to the most optimal