----=-A, B , and C only (a) What is the ROC of Y(z)?(b) Is y[n] left side, right side, or two sided?(c) What is the ROC of X(z)?(d) Is x[n] a causal sequence? (x[n]=0 for n<0)(e) What is x[0]?(f) Draw the pole-zero plot of H(z), and specify its ROC. 2.The signal y[n] is the output of an LTI system with impulse response h[n] fora given input x[n]. Throughout problem, assume that y[n] is sable and has a z-transform Y(z) with the pole-zero diagram shown in Figure-1, and the signal x[n] isstable and has the pole-zero diagram shown Figure-2.(2)urzIm(z)1.510.50-0.5-1-1.510.50-0.5-1-1-1ديا أحد306-17*-121 11Re(z)↑ Figure-1114 20Re(z)↑ Figure-222z-planez-plane

It provides the range of values of for which the summation converges.It does not contain any poles,…

(a) What is the ROC of Y(z)? (b) Is y[n] left side, right side, or two sided? (c) What is the ROC of X(z)? (d) Is x[n] a causal sequence? (x[n]=0 for n<0) (e) What is x[0]? (f) Draw the pole-zero plot of H(z), and specify its ROC.

(a) What is the ROC of Y(z)? (b) Is y[n] left side, right side, or two sided? (c) What is the ROC of X(z)? (d) Is x[n] a causal sequence? (x[n]=0 for n<0) (e) What is x[0]? (f) Draw the pole-zero plot of H(z), and specify its ROC.

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

----=-

A, B , and C only

(a) What is the ROC of Y(z)?
(b) Is y[n] left side, right side, or two sided?
(c) What is the ROC of X(z)?
(d) Is x[n] a causal sequence? (x[n]=0 for n<0)
(e) What is x[0]?
(f) Draw the pole-zero plot of H(z), and specify its ROC.

2.
The signal y[n] is the output of an LTI system with impulse response h[n] for
a given input x[n]. Throughout problem, assume that y[n] is sable and has a z-
transform Y(z) with the pole-zero diagram shown in Figure-1, and the signal x[n] is
stable and has the pole-zero diagram shown Figure-2.
(2)urz
Im(z)
1.5
1
0.5
0
-0.5
-1
-1.5
1
0.5
0
-0.5
-1
-1
-1
ديا أحد
3
0
6-17
*-12
1 1
1
Re(z)
↑ Figure-1
11
4 2
0
Re(z)
↑ Figure-2
2
2
z-plane
z-plane

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