The input to a causal LTI system is x[n] = u[-n – 1]+ G) «In). The z-transform of the output of this system is Y(2) = (1– 4-1) (1 + =-') (a) Determine H(2), the z-transform of the system impulse response. Be sure to specify the ROC. (b) What is the ROC for Y(z)? (c) Determine y[n].
The input to a causal LTI system is x[n] = u[-n – 1]+ G) «In). The z-transform of the output of this system is Y(2) = (1– 4-1) (1 + =-') (a) Determine H(2), the z-transform of the system impulse response. Be sure to specify the ROC. (b) What is the ROC for Y(z)? (c) Determine y[n].
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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![The input to a causal LTI system is
x[n] = u[-n – 1]+ G) «In).
The z-transform of the output of this system is
Y(2) =
(1– 4-1) (1 + =-')
(a) Determine H(2), the z-transform of the system impulse response. Be sure to specify
the ROC.
(b) What is the ROC for Y(z)?
(c) Determine y[n].](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffb96368a-ac4c-4265-87bf-d83448278845%2Fa5f3251d-f34e-4c14-b37e-095faed337ea%2Ftrq1t5.jpeg&w=3840&q=75)
Transcribed Image Text:The input to a causal LTI system is
x[n] = u[-n – 1]+ G) «In).
The z-transform of the output of this system is
Y(2) =
(1– 4-1) (1 + =-')
(a) Determine H(2), the z-transform of the system impulse response. Be sure to specify
the ROC.
(b) What is the ROC for Y(z)?
(c) Determine y[n].
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