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Provided a system in discrete domain as, x(n)= {4,5,6,7,7,6,5,4} Determine the DIF using FFT. Answer choices: a. X(k)= {50,-5.28 - j2.404,0, 0.716 - j0.414,0, –0.716+ j0.414, 0, -5.28+ j2.404} b. X(k)= {40,-5.83- j2.414,0, -0.716 – j0.414,0,-0.716 + j0.414,0, -5.83 + j2.414} c. X(k)= {50.-7.82 + j2.414.0, –0.716- j0.414,0, –0.716+ j0.414, 0, –7.82 + j2.414} d. X(k)= {40, –5.82 j2.404.0,-0.716 – j0.144,0,-0.716+ j0.144,0, –5.8284+ j2.404,

Provided a system in discrete domain as, x(n)= {4,5,6,7,7,6,5,4} Determine the DIF using FFT. Answer choices: a. X(k)= {50,-5.28 - j2.404,0, 0.716 - j0.414,0, –0.716+ j0.414, 0, -5.28+ j2.404} b. X(k)= {40,-5.83- j2.414,0, -0.716 – j0.414,0,-0.716 + j0.414,0, -5.83 + j2.414} c. X(k)= {50.-7.82 + j2.414.0, –0.716- j0.414,0, –0.716+ j0.414, 0, –7.82 + j2.414} d. X(k)= {40, –5.82 j2.404.0,-0.716 – j0.144,0,-0.716+ j0.144,0, –5.8284+ j2.404,

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Provided a system in discrete domain as, x(n) = {4,5,6,7,7,6, 5,4} Determine the DIF using FFT. Answer choices: a. X(k) = {50,-5.28 - j2.404,0, 0.716 – j0.414, 0, –0.716+ j0.414, 0, -5.28+ j2.404} b. X(k)= {40, –5.83 - j2.414,0, -0.716 – j0.414,0, –0.716 + j0.414,0, –5.83 + j2.414} c. X(k)= (50.7.82+ j2.414.0, –0.716– j0.414,0,–0.716+ j0.414, 0, – 7.82 + j2.414} d. X(k)= (40,-5.82 - /2.404.0, -0,716 – j0.144,0. –0.716+ j0.144.0, –5.8284+ j2.404 Answer A Submit
Transcribed Image Text:Provided a system in discrete domain as, x(n) = {4,5,6,7,7,6, 5,4} Determine the DIF using FFT. Answer choices: a. X(k) = {50,-5.28 - j2.404,0, 0.716 – j0.414, 0, –0.716+ j0.414, 0, -5.28+ j2.404} b. X(k)= {40, –5.83 - j2.414,0, -0.716 – j0.414,0, –0.716 + j0.414,0, –5.83 + j2.414} c. X(k)= (50.7.82+ j2.414.0, –0.716– j0.414,0,–0.716+ j0.414, 0, – 7.82 + j2.414} d. X(k)= (40,-5.82 - /2.404.0, -0,716 – j0.144,0. –0.716+ j0.144.0, –5.8284+ j2.404 Answer A Submit
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