DTFT-44 | Solution of 5.29a of oppenheim
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7 ماه پیش
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solution of problem 5.29a of
solution of problem 5.29a of Alan V Oppenheim.
5.29. (a) Consider a discrete-time LTI system with impulse response
h[n] = (1/2)nu[n].
Use Fourier transforms to determine the response to each of the following input
signals:
(i) x[n] = (3/4)nu[n]
(ii) x[n] = (n + l)(1/4)nu[n]
(iii) x[n] = ( -l)n
#response
#convolutiontheorem
#responseofltisystem
#useoffrequencydomaindifferentiation
#ftofsignalwithmodulus
#findfouriertransform
#unitstepfunction
#sincfunction
#gatefunction
#impulseresponse
#determineh(n)
#frequencyresponse
#causal
#dtftofgatefunction
#timereversal
#frequencydomaindifferentiation
#timeshifting
#applicationofproperties
#gate2024
#gate2025
#discretetimefouriertransform
#dtft
#causalltisystem
#magnitudespectra
#mathosy
#oppenheimsolution
#discretesignal
#fouriertransform
#signals
#solution
#papersolution
#magnitude
#phase
#determine
#preparation
#gatepaperanalysis
#gatefunction
#sincfunction
#response
#input
#signal
#rajivpatel
5.29. (a) Consider a discrete-time LTI system with impulse response
h[n] = (1/2)nu[n].
Use Fourier transforms to determine the response to each of the following input
signals:
(i) x[n] = (3/4)nu[n]
(ii) x[n] = (n + l)(1/4)nu[n]
(iii) x[n] = ( -l)n
#response
#convolutiontheorem
#responseofltisystem
#useoffrequencydomaindifferentiation
#ftofsignalwithmodulus
#findfouriertransform
#unitstepfunction
#sincfunction
#gatefunction
#impulseresponse
#determineh(n)
#frequencyresponse
#causal
#dtftofgatefunction
#timereversal
#frequencydomaindifferentiation
#timeshifting
#applicationofproperties
#gate2024
#gate2025
#discretetimefouriertransform
#dtft
#causalltisystem
#magnitudespectra
#mathosy
#oppenheimsolution
#discretesignal
#fouriertransform
#signals
#solution
#papersolution
#magnitude
#phase
#determine
#preparation
#gatepaperanalysis
#gatefunction
#sincfunction
#response
#input
#signal
#rajivpatel
7 ماه پیش
در تاریخ 1402/10/16 منتشر شده
است.
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