NUMERICAL analysis

8 Implement Newton's method in a Matlab or Octave program nevton.m of the form function r = newton(x0, f, p, n) % x0: initial estimate of the root % f: function and derivative handle [ y, yp ] = f(x, p) % p: parameters to pass through to f % n: number of steps Use newton.m to solve the equation f(z) = + Inr-2-0 z for >0. Characterize the convergence as linear or quadratic by tabulating the number of correct bits at each step of the iteration 8 Implement Newton's method in a Matlab or Octave program nevton.m of the form function r = newton(x0, f, p, n) % x0: initial estimate of the root % f: function and derivative handle [ y, yp ] = f(x, p) % p: parameters to pass through to f % n: number of steps Use newton.m to solve the equation f(z) = + Inr-2-0 z for >0. Characterize the convergence as linear or quadratic by tabulating the number of correct bits at each step of the iteration