Newton's Method O solutions submitted (max: 10) Implement Newton's method as a function: function p = myNewtonit, fprime, x0,tol) We seek a root of the anonymous function f given an initial guess xo. We input f and its derivative fprime. We will stop iterating once successive iterates are within tol of each other and will return the final iterate as our approximation p. Function C Reset MATLAB Documentation i function p = myNewton{f, fprime, xo, tol) 2 Vinput fi anonymous function for root finding problem 3 input fprime, anonymous function, the derivative of t 4 input x0, an initial guess input tol, a tolerance (method will stop when successive iterates are within tol of each other) Routput P, a root fip) = 0 in 1 000 Code to call your function Reset i As a test, the root of f(x) = x+2^x is -0.64118574 2 define f, fprime, an initial guess (you can use 1), and use a tolderance of le-6 3 send these into the function and store the result as the variable p 4 format long to display more digits