The following is known about x[n] and its z-transform X(z): x[n] is a real-valued, positive-time sequence X(z) has exactly two poles, one of which is at z = – 2/3 X (z) has two zeros at the origin • Enez x[n] = 12 (and the sum also converges absolutely) x[0] = 5 (i) Determine X(z) and its region of convergence. (ii) Determine x[n].
The following is known about x[n] and its z-transform X(z): x[n] is a real-valued, positive-time sequence X(z) has exactly two poles, one of which is at z = – 2/3 X (z) has two zeros at the origin • Enez x[n] = 12 (and the sum also converges absolutely) x[0] = 5 (i) Determine X(z) and its region of convergence. (ii) Determine x[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 following is known about x[n] and its z-transform X(z):
x[n] is a real-valued, positive-time sequence
X(z) has exactly two poles, one of which is at z = – 2/3
X (z) has two zeros at the origin
• Enez x[n] = 12 (and the sum also converges absolutely)
x[0] = 5
(i) Determine X(z) and its region of convergence.
(ii) Determine x[n].](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd07e8233-789e-4760-ba71-e70869af7b54%2F9e3bca86-5df2-4b95-b6a9-88ac43059617%2F8cze1wg_processed.png&w=3840&q=75)
Transcribed Image Text:The following is known about x[n] and its z-transform X(z):
x[n] is a real-valued, positive-time sequence
X(z) has exactly two poles, one of which is at z = – 2/3
X (z) has two zeros at the origin
• Enez x[n] = 12 (and the sum also converges absolutely)
x[0] = 5
(i) Determine X(z) and its region of convergence.
(ii) Determine x[n].
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