Question 1: Hj w) + SH(w) For the system given above determine the output, vt) when input is given as: *, (4) = sin (xt +) x,(t) = sin (2nt - )

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Signal and system
1:28 O
Elsllוו.
112
132700327613017498.pdf - Read-only
Questions
Question 01
Question 02
Question 03
CLOS
Level
C4-PLO2
CLO-4
CLO-4
C4-PLO2
C4-PLO2
CLO-5
Section A (45 mint.)
Question 1:
x,(t)
H(j w) H
vit)
4m
4H(w)
-4
For the system given above determine the output, y(t) when input is given as:
x,(t) = sin (xt +)
= sin(xt + =)
x2(t) = sin (2nt - A
Question 2:
If x[n] = 8[n], analyze the system and find the output y[n] for the system given below:
(-1)
H(e)
yln)
|H(e)
-2e
-
in
Question 3:
Calculate the differential equation for the given causal circuit and determine the transfer function, where
vft) is your input to the system and i(t) is the respective output. Draw the pole-zero plot and distinguish
Transcribed Image Text:1:28 O Elsllוו. 112 132700327613017498.pdf - Read-only Questions Question 01 Question 02 Question 03 CLOS Level C4-PLO2 CLO-4 CLO-4 C4-PLO2 C4-PLO2 CLO-5 Section A (45 mint.) Question 1: x,(t) H(j w) H vit) 4m 4H(w) -4 For the system given above determine the output, y(t) when input is given as: x,(t) = sin (xt +) = sin(xt + =) x2(t) = sin (2nt - A Question 2: If x[n] = 8[n], analyze the system and find the output y[n] for the system given below: (-1) H(e) yln) |H(e) -2e - in Question 3: Calculate the differential equation for the given causal circuit and determine the transfer function, where vft) is your input to the system and i(t) is the respective output. Draw the pole-zero plot and distinguish
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