Assume that there exists an LTI system S that transforms {x[n]) = {n} into {y[n]} = {n-u[n]}. s Show that there is enough information to determine the response of S to {r'[n]) = 1? Plot this response. Hint: 1-a-(a-1). Show that there is enough information to determine the input to S that yields (6[n]} as response ? Plot this response. .4 From the result of the previous question, explain why such an LTI system S cannot exist.

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Assume that there exists an LTI system S that transforms {r[n]} = {n} into {y[n]} = {n-u[n]}.
s Show that there is enough information to determine the response of S to {r'[n]} = 1?
Plot this response.
Hint: 1 = a- (a-1).
Show that there is enough information to determine the input to S that yields on
as response ? Plot this response.
.4 From the result of the previous question, explain why such an LTI system S cannot
exist.
Transcribed Image Text:Assume that there exists an LTI system S that transforms {r[n]} = {n} into {y[n]} = {n-u[n]}. s Show that there is enough information to determine the response of S to {r'[n]} = 1? Plot this response. Hint: 1 = a- (a-1). Show that there is enough information to determine the input to S that yields on as response ? Plot this response. .4 From the result of the previous question, explain why such an LTI system S cannot exist.
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