Determine the Laplace Transform then sketch the pole-zero plot and ROC for the following signal. x(t) = estu(t)-etu(t) Re(s) > -Re(a) (b) Determine the Inverse transform of X(2) using Long Division Method. Calculate until the fourth value of x/n/. X(z) = X z 1-42-1+3z-2 (c) Figure 1 shows a system with series, parallel and feedback connections. Find the Transfer Function. s+3 s+2 s+1 |z|> a Figure 1. System with series, parallel and feedback (d) Determine the complex Fourier coefficients for the following signal: x(t)=sin 4t+cos 6t Y
Determine the Laplace Transform then sketch the pole-zero plot and ROC for the following signal. x(t) = estu(t)-etu(t) Re(s) > -Re(a) (b) Determine the Inverse transform of X(2) using Long Division Method. Calculate until the fourth value of x/n/. X(z) = X z 1-42-1+3z-2 (c) Figure 1 shows a system with series, parallel and feedback connections. Find the Transfer Function. s+3 s+2 s+1 |z|> a Figure 1. System with series, parallel and feedback (d) Determine the complex Fourier coefficients for the following signal: x(t)=sin 4t+cos 6t Y
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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Transcribed Image Text:(b) Determine the Inverse transform of X(2) using Long Division Method.
Calculate until the fourth value of x/n/.
X(2)=1-42-1+32-2 |>
(c)
Determine the Laplace Transform then sketch the pole-zero plot and ROC
for the following signal.
x(t) = etu(t)-e-²¹u(t) Re(s) > -Re(a)
ē
Figure 1 shows a system with series, parallel and feedback connections. Find
the Transfer Function.
s+3
X
s+2
s+1
H
Figure 1. System with series, parallel and feedback
Determine the complex Fourier coefficients for the following signal:
x(t) = sin 4t + cos 6t
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