1. A discrete-time signal x[n] has z-transform X(z) = 8z2 – 2z – 1 Determine the z-transform V (z) of the following signals: (a) v[n] = x[n – 4]u[n – 4] (b) v[n] = cos(2n) x[n] (c) v[n] = e3nx[n] (d) v[n] = n²x[n] (e) v[n] = x[0] +x[1] + x[2] + •..+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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1. A discrete-time signal x[n] has z-transform
X(z)
8z2 – 2z – 1
Determine the z-transform V(z) of the following signals:
(a) v[n] = x[n – 4]u[n – 4]
(b) v[n] = cos(2n) x[n]
(c) v[n] = e3nx[n]
(d) v[n] = n²x[n]
(e) v[n] = x[0] +x[1] + x[2] + ..+ x[n]
Transcribed Image Text:1. A discrete-time signal x[n] has z-transform X(z) 8z2 – 2z – 1 Determine the z-transform V(z) of the following signals: (a) v[n] = x[n – 4]u[n – 4] (b) v[n] = cos(2n) x[n] (c) v[n] = e3nx[n] (d) v[n] = n²x[n] (e) v[n] = x[0] +x[1] + x[2] + ..+ x[n]
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