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Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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x[n] is a real-valued causal sing with a discrete
Fourier trans Form X(en)
What should x[n] be for the virtual contraction
OF X Ce
in
as given below
to be
Im {x (en) " - 2 sin ( 2 √2) -2 5 in (3-2)
3](https://content.bartleby.com/qna-images/question/f725e731-195d-4d6c-b1b3-66f50521b313/a00b56ec-e8d4-4a95-8ee8-296e091896b6/x8fvlv_thumbnail.jpeg)
Transcribed Image Text:// 20
x[n] is a real-valued causal sing with a discrete
Fourier trans Form X(en)
What should x[n] be for the virtual contraction
OF X Ce
in
as given below
to be
Im {x (en) " - 2 sin ( 2 √2) -2 5 in (3-2)
3
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- Problem 2. Fourier Transform of the Impulse Consider a unit-impulse signal x(t) = 8(t) а) Find the Fourier Transform, in magnitude and phase. b) Sketch by hand the Spectral Density X(@) and the phase X(@) Explain in words the meaning of these plots. c) Create a MATLAB simulation experiment to visualize that the sum of infinitesimal cosine signals can produce an impulse.arrow_forwardPlease help me, thank youarrow_forwardx (t) - 2sin (4nt) + 1cos (12at) Consider cK] to be the harmonic function of x(f). cz [k] = jA (8 [k + a] – 8 [k – a) + B (8 [k – b] + 8 [k + b]) The numerical values of the constants are A = a = B= and b=arrow_forward
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