Question: Consider the following discrete-time LTI system y[n] + 1.6 y[n - 1] + 2.28 y[n - 2] + 1.325 y[n - 3] + 0.68 y[n

Consider the following discrete-time LTI system y[n] + 1.6 y[n -

Consider the following discrete-time LTI system y[n] + 1.6 y[n - 1] + 2.28 y[n - 2] + 1.325 y[n - 3] + 0.68 y[n - 4] = 0.06 x[n] - 0.19 x[n - 1] + 0.27 x[n - 2] - 0.26 x[n - 3] + 0.12 x[n - 4] with y[-1] = 0.1, y[-2] = 0.3, y[-3] = 0.2, and y[-4] = 0.5. Draw the transposed direct-form II structure. Define state variables on the transposed direct-form II structure. Derive the initial values for the state variables. Compare your results from that using function. Write a MATLAB script to determine the step response. Compare your output with that from using filter function. Consider the following discrete-time LTI system y[n] + 1.6 y[n - 1] + 2.28 y[n - 2] + 1.325 y[n - 3] + 0.68 y[n - 4] = 0.06 x[n] - 0.19 x[n - 1] + 0.27 x[n - 2] - 0.26 x[n - 3] + 0.12 x[n - 4] with y[-1] = 0.1, y[-2] = 0.3, y[-3] = 0.2, and y[-4] = 0.5. Draw the transposed direct-form II structure. Define state variables on the transposed direct-form II structure. Derive the initial values for the state variables. Compare your results from that using function. Write a MATLAB script to determine the step response. Compare your output with that from using filter function

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