Create a script in MATLAB function x = Newton_method (f, df, x0, Tol, MaxIter ) % %

    Create a script in MATLAB

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function x = Newton_method (f, df, x0, Tol, MaxIter ) % % NEWTON Newton's Method % Newton's method for finding successively better approximations to the zeroes of a real-valued function. % % % Inputs: % f solve f(x)=0 % df derivative of f(x) % ΧΘ % Tol % % % Output: % X- a root of f(x)=0 % - end initial guess stopping tolerance MaxIter maximum number of iterations nit=0;%number of iterations X disp('step| disp(' while 1 ·|· x = x0 - f(x0)/df(x0); nit=nit+1; | | break end if abs(x-x0) <Tol f(x) ') if nit>MaxIter disp('Maximum number of iterations is reached!') creat a script for this code on matlab disp('The sequence is convergent!') break end x0=X; fprintf('%3i | %12.8f %12.8f\n', nit, x, f(x)) function x = Newton_method (f, df, x0, Tol, MaxIter ) % % NEWTON Newton's Method % Newton's method for finding successively better approximations to the zeroes of a real-valued function. % % % Inputs: % f solve f(x)=0 % df derivative of f(x) % ΧΘ % Tol % % % Output: % X- a root of f(x)=0 % - end initial guess stopping tolerance MaxIter maximum number of iterations nit=0;%number of iterations X disp('step| disp(' while 1 ·|· x = x0 - f(x0)/df(x0); nit=nit+1; | | break end if abs(x-x0) <Tol f(x) ') if nit>MaxIter disp('Maximum number of iterations is reached!') creat a script for this code on matlab disp('The sequence is convergent!') break end x0=X; fprintf('%3i | %12.8f %12.8f\n', nit, x, f(x))

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Newtons Method This script implements Newtons Method for finding successive... View the full answer