nsider a signal y[n] which is related to two signals xi[n] and x2[n] by y[n] = x1[n+3] * x2[-n+1], where æ1[n] = (})"u[n] and x2[n] = (})"u[n]. Given that a"u[n] 4 Use the z-transform properties to determine the z-transform Y(z) of y[n]. |2| > |a| 1-az-1

nsider a signal y[n] which is related to two signals xi[n] and x2[n] by y[n] = x1[n+3] * x2[-n+1], where æ1[n] = (})"u[n] and x2[n] = (})"u[n]. Given that a"u[n] 4 Use the z-transform properties to determine the z-transform Y(z) of y[n]. |2| > |a| 1-az-1

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

Consider a signal y[n] which is related to two signals r1[n] and x2[n] by
y[n] = c1[n+3] * r2[-n+ 1], where æ1[n] = (})"u[n] and x2[n] = (})"u[n].
Given that a"un] 4
Use the z-transform properties to determine the z-transform Y(2) of y[n].
|2| > |a|
1-az-

plt)-Σ δ (t -nT)
X, (t)
x(t)
H(w)
x,(t)
p(t)
1
T.
H(w)
A
-w.
Figure 3: Problem 4, system block diagram, p(t) and H(w)

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