In this problem you will use MATLAB to numerically approximate the 2-transform of a function in - I +300(12w0). The corresponding function has been defined for you in te solution template, along with a matrix which contains the locations in the complex plane at which you need to compute the transform Complete the template by computing the compe valued z-transform ofx at these sample points and assign the result to the variable X. Assume that is neglobiy small for wt> 500 While searching for a solution you may come across the two-sided (also known as bilateral) z-transform Here you need to calculate the single-sided (citateral) atom as shown in the lecture slides! Hint Your solution can be accomplished using a new lines of code using MATLABS vectorized operations. Script e Red MATLAB Documentation 1 x Define fin and > * - ((1.1.*cos(sqrt(?)"pis)}/2.5 (x1. 22) - nesherid([ 211/3:2).(-211/3:21) 4 X Computex (transform) In this problem you will use MATLAB to numerically approximate the 2-transform of a function in - I +300(12w0). The corresponding function has been defined for you in te solution template, along with a matrix which contains the locations in the complex plane at which you need to compute the transform Complete the template by computing the compe valued z-transform ofx at these sample points and assign the result to the variable X. Assume that is neglobiy small for wt> 500 While searching for a solution you may come across the two-sided (also known as bilateral) z-transform Here you need to calculate the single-sided (citateral) atom as shown in the lecture slides! Hint Your solution can be accomplished using a new lines of code using MATLABS vectorized operations. Script e Red MATLAB Documentation 1 x Define fin and > * - ((1.1.*cos(sqrt(?)"pis)}/2.5 (x1. 22) - nesherid([ 211/3:2).(-211/3:21) 4 X Computex (transform)