The In this problem you will use MATLAB to numerically approximate the z-transform of a function (n = -1 +3 cos (22) corresponding function f has been defined for you in the solution template, along with a matrix Z which contains the locations in the complex plane at which you need to compute the transform. Complete the template by computing the complex-valued :- transform of at these sample points and assign the result to the variable F Assume that is negligibly small for ( > 500, Hint Your solution can be accomplished using a few lines of code using MATLAB's vectorized operations Script Reset MATLAB Documentation 1% Define fin] and Z 2. f = e(n)(1+3. *cos(sqrt(2)"pi*n))/2.0n; 3 [21,z2] = meshgrid([-2:1/3:21. [-2:1/3:2]): 4 Z = z1+z2*j: 5 6 % Compute F The In this problem you will use MATLAB to numerically approximate the z-transform of a function (n = -1 +3 cos (22) corresponding function f has been defined for you in the solution template, along with a matrix Z which contains the locations in the complex plane at which you need to compute the transform. Complete the template by computing the complex-valued :- transform of at these sample points and assign the result to the variable F Assume that is negligibly small for ( > 500, Hint Your solution can be accomplished using a few lines of code using MATLAB's vectorized operations Script Reset MATLAB Documentation 1% Define fin] and Z 2. f = e(n)(1+3. *cos(sqrt(2)"pi*n))/2.0n; 3 [21,z2] = meshgrid([-2:1/3:21. [-2:1/3:2]): 4 Z = z1+z2*j: 5 6 % Compute F