Using Matlab

How do I get the output values for my function newdim. I already posted my code the question prompt and the template for the code. The template tells you what input values you need. assume P is (1.2,1.2) delta is 0.001 epsilon is 0.001 and max1 is 10000. Thanks

Programs 3.6 (Nonlinear Seidel Iteration) and 3.7 (Newton-Raphson Method) will quire saving the nonlinear system X = G(X), and the nonlinear system F(X) and its Jacobian matrix. JF, respectively, as M-files. As an example, consider saving the nonlinear system in Example 3.32 and the related Jacobian matrix as the M-ils F.m and JF .m, respectively function Z-F(X) x=x (1) ;y-K2) ; Z-zeros(1,2); Z(1)-x 2-2x-y+0.5; Z (2)-x 2+4y 2-4 function W JF (X) The functions may be evaluated using the standard MATLAB commands. >A-fevalOF',[2.00 0.25]) A- 0.2500 0.2500 >V-JF ([2.00 0.25]) B- 2 -1 4 2 Program 3.7 Newton-Raphson Method). hetc To solve the nonlinear system 0. given one initial approximation Po and generating a sequence (Pk comverges to the solution P [P,iter,err]-nevdin(F, JF, P,delta,epsilon, maxi) is the systen saved as the M-file F.m JF is the Jacobian of F saved as the M-file JF.M ithe initial approxination to the solution - delta is the tolerance for P - epsilon is the tolerance for F(P) - maxi is the maximum number of iterations %Output - p is the approximation to the solution - iter is the number of iterations required - err is the error estimate for P Y-feval (F,P); for k-1:max1 J-feval (JF,P); Z-feval (F,Q); err-norm(Q-P); relerrserr/(norm(0)+eps); P-q ; Y-Z; iter-k; if (err