Determine the signal, x(n), having the Fourier transforms of X (0) = cos²0 © (1/4) [ 8(n+2) + 20(n-1) + B[n-2)] © (1/4) [8(n+2) + 28(n) + Bn-2) © (12)[8(n+1) + 28(n) + 8[n-2) © (1/2)[8(n+2) + 28(n) + Bạn-2) © (14)[28(n+2) + 28/n) + B(n-2)

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Determine the signal, x(n), having the Fourier transforms of
X (0) = cos²0
© (1/4) [ 8{n+2) + 20(n-1) + Bín-2)]
© (1/4) [ 5(n+2) + 28/n) + B(n-2)]
© (12)[8(n+1)+ 28(n) + 8[n-2)]
O (1/2)[B(n+2) + 25(n) + Bịn-2)
© (1/4)[2&(n+2) + 28/n} + 5{n-2)]
Transcribed Image Text:Determine the signal, x(n), having the Fourier transforms of X (0) = cos²0 © (1/4) [ 8{n+2) + 20(n-1) + Bín-2)] © (1/4) [ 5(n+2) + 28/n) + B(n-2)] © (12)[8(n+1)+ 28(n) + 8[n-2)] O (1/2)[B(n+2) + 25(n) + Bịn-2) © (1/4)[2&(n+2) + 28/n} + 5{n-2)]
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