Given a DT signal x(t) and its Fourier transform X(w), based on Fourier transform properties to find Fourier transforms for the following (a and b are any numbers): 1)x(t) * 6(t – a) | 2)x(t).6(t – a) 3)r(at)." sinbt 4)æ(t) *
Given a DT signal x(t) and its Fourier transform X(w), based on Fourier transform properties to find Fourier transforms for the following (a and b are any numbers): 1)x(t) * 6(t – a) | 2)x(t).6(t – a) 3)r(at)." sinbt 4)æ(t) *
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:Given a DT signal x(t) and its Fourier transform X(w), based on Fourier transform properties to find Fourier
transforms for the following (a and b are any numbers):
1)x(t) * 6(t – a)
2)a(t).6(t – a)
jbt
3)x(at).e
sinbt
4)æ(t) *
t
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