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Question #5: For the frequency response shown on the right, identify on the graph: (1) the center frequency (fc), (2) lower cut-off frequency (fi); (3) higher cut-off frequency (fi); and (4) the Bandwidth (at -3dB point). (Please note the units of X- axis is in Mega Hertz; where M=mega = 10%); (5) Also what is the minimum sampling frequency one can use for this waveform?

Question #5: For the frequency response shown on the right, identify on the graph: (1) the center frequency (fc), (2) lower cut-off frequency (fi); (3) higher cut-off frequency (fi); and (4) the Bandwidth (at -3dB point). (Please note the units of X- axis is in Mega Hertz; where M=mega = 10%); (5) Also what is the minimum sampling frequency one can use for this waveform?

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Question #5: For the frequency response shown on the right, identify on the graph: (1) the center frequency (fc), (2) lower cut-off frequency (fi); (3) higher cut-off frequency (fi); and (4) the Bandwidth (at -3dB point). (Please note the units of X- axis is in Mega Hertz; where M=mega = 10°); (5) Also what is the minimum sampling frequency one can use for this waveform? -6 X(t) -1 0 1 Norm. Mag. (dB) t 0 -5 -10 -20 -25 -30 -35 -40 Question #6: Find the Fourier transform of the entire following signal (combination of delta pulses) shown below using the given equation: 0 5 10 Frequency (MHz) X(ƒ)= ↑ x(t)e¯jør dt 88 Sifting Property 15 s(t-a). f(t)dt = f(a)
Transcribed Image Text:Question #5: For the frequency response shown on the right, identify on the graph: (1) the center frequency (fc), (2) lower cut-off frequency (fi); (3) higher cut-off frequency (fi); and (4) the Bandwidth (at -3dB point). (Please note the units of X- axis is in Mega Hertz; where M=mega = 10°); (5) Also what is the minimum sampling frequency one can use for this waveform? -6 X(t) -1 0 1 Norm. Mag. (dB) t 0 -5 -10 -20 -25 -30 -35 -40 Question #6: Find the Fourier transform of the entire following signal (combination of delta pulses) shown below using the given equation: 0 5 10 Frequency (MHz) X(ƒ)= ↑ x(t)e¯jør dt 88 Sifting Property 15 s(t-a). f(t)dt = f(a)
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