Question Assume the same LTI system presented in Question No. 1 with impulse response h[n] and the system's input x[n] (same as Question No. 1). a) Using Fourier Transform to determine the output of the system in the frequency domain. b) Apply Inverse Fourier Transform on the output of part (a) to determine the time- domain response of the system for input x[n].
Question Assume the same LTI system presented in Question No. 1 with impulse response h[n] and the system's input x[n] (same as Question No. 1). a) Using Fourier Transform to determine the output of the system in the frequency domain. b) Apply Inverse Fourier Transform on the output of part (a) to determine the time- domain response of the system for input x[n].
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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SOLVE QUESTION 2 (FIRST IS FOR REFERENCE)
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![Assume an LTI system has impulse response:
-2
2
n = 0
0
otherwise
Apply time-domain analysis to determine the output of this system for input x[n]:
h[n] =
x[n] =
2
3
-2
0
n = ±1
n=0
n = ±1
n=2
otherwise
23
Question
Assume the same LTI system presented in Question No. 1 with impulse response h[n] and
the system's input x[n] (same as Question No. 1).
a) Using Fourier Transform to determine the output of the system in the frequency
domain.
b) Apply Inverse Fourier Transform on the output of part (a) to determine the time-
domain response of the system for input x[n].](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe75f6c97-b7a3-4eb0-9894-1724e32b9d95%2Ff44c3fac-29c8-446f-b629-365531c6e181%2F5dmpoj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Assume an LTI system has impulse response:
-2
2
n = 0
0
otherwise
Apply time-domain analysis to determine the output of this system for input x[n]:
h[n] =
x[n] =
2
3
-2
0
n = ±1
n=0
n = ±1
n=2
otherwise
23
Question
Assume the same LTI system presented in Question No. 1 with impulse response h[n] and
the system's input x[n] (same as Question No. 1).
a) Using Fourier Transform to determine the output of the system in the frequency
domain.
b) Apply Inverse Fourier Transform on the output of part (a) to determine the time-
domain response of the system for input x[n].
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