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(Solved): 1) Let T be the causal, stable LTI system defined by the difference equation y[n] y[n - 1] +0. ...



1) Let T be the causal, stable LTI system defined by the difference equation
y[n] – y[n - 1] +0.25y[n – 2] = x[n]
a) Show tha

1) Let T be the causal, stable LTI system defined by the difference equation y[n] – y[n - 1] +0.25y[n – 2] = x[n] a) Show that I has an inverse system T; and find the system function Hz(2) for T;. b) Is T; a minimum-phase system? Explain your answer. a


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