a) Given m(t)= sin 4000nt, the frequency deviation constant equals 400,000π radians/sec/volt and the phase deviation constant equals 20 radians/volt. i. Estimate the bandwidth of FM and PM? ii. Repeat part (i) if the amplitude is doubled. Repeat part (i) if the message frequency is halved? Estimate FM bandwidth if m(t) = sin 20,000 t + sin 4000 nt? b) Compare between correlation and matched filters? iii. iv.

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a) Given m(t)= sin 4000nt, the frequency deviation constant
equals 400,000π radians/sec/volt and the phase deviation
constant equals 20 radians/volt.
i.
ii.
Estimate the bandwidth of FM and PM?
Repeat part (i) if the amplitude is doubled.
Repeat part (i) if the message frequency is halved?
Estimate FM bandwidth if m(t) = sin 20,000 nt +
sin 4000 it?
b) Compare between correlation and matched filters?
iv.
Transcribed Image Text:a) Given m(t)= sin 4000nt, the frequency deviation constant equals 400,000π radians/sec/volt and the phase deviation constant equals 20 radians/volt. i. ii. Estimate the bandwidth of FM and PM? Repeat part (i) if the amplitude is doubled. Repeat part (i) if the message frequency is halved? Estimate FM bandwidth if m(t) = sin 20,000 nt + sin 4000 it? b) Compare between correlation and matched filters? iv.
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