Given a system with the transfer function
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(a) Find the system difference equation.
(b) Determine the system modes.
(c) From Part (b), determine the system’s natural response. (Do not solve for the unknown constants.)
(d) Find the system’s steady-state response when x[n] = cos(0.2n).
(e) Use MATLAB to verify the results of Part (d).
(f) Show that the response found in Part (d) satisfies the system difference equation.
(g) Find the system’s steady-state response when x[n] = cos[(0.2π + 0.2)n].
(h) Use MATLAB to verify the results of Part (g).
(i) Comment on any significant aspects of the results in Parts (d) and (g).
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