Q1. For each of the following signals, find the z-transform, its poles and zeros, and the region of convergence (ROC): (a) xa[n] = " u[-5 – n] (b) xp[n] = (-" sin (c) xc[n] = (-1)" (u[n + 3] – u[n – 3]) (d) xa[n] = d[n– 3] + O" u[n – 4] (e) xe[n] = (-| () u[n] 2πη. 13

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...
Question
Q1. For each of the following signals, find the z-transform, its poles and zeros, and the
region of convergence (ROC):
(a) xa[n] = " u[-5 – n]
(b) x,[n] = (-5" sin () u[n]
(с) х.[п] %3D (-1)" (u[n + 3] — u[n — 3))
(d) ха[п] — 6[n — 3] + G)" u(n - 4]
(e) xe[n] = (-||
2nn
13
Transcribed Image Text:Q1. For each of the following signals, find the z-transform, its poles and zeros, and the region of convergence (ROC): (a) xa[n] = " u[-5 – n] (b) x,[n] = (-5" sin () u[n] (с) х.[п] %3D (-1)" (u[n + 3] — u[n — 3)) (d) ха[п] — 6[n — 3] + G)" u(n - 4] (e) xe[n] = (-|| 2nn 13
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