Hi, I'm currently really struggling on this question, it would be greatly appreciated (PLEASE COMPLETE USING MATLAB) Newtons Method approximates a root of a function by iterating through the equation f(zn) where x is the nth estimate for the root of the function f(x). In order to it erate through this method, we need to provide an initial guess for the root, Ti For example, if we apply this method to f(z) = sin(z) using z| = 1, we note that J"()co) sin1)0.5574 cos(1) Zg = -0.5574 _ sin(-0.5574) = 0.0659 sin(0.0659) cos(-0.5574) = 0.0659 cos(0.0659)-9.5722 x 10- We can see that as we iterate through Newtons Method we are converging towards 0, which is one of the roots of f(x) sin(r) Questions 1. Create a function that can numerically solve f'(xn) given f(x) and xn are provided as inputs. You can do this using the central finite difference formula: 2h where h10-10