3) (40 pts) An FM modulated carrier is modulated by the following signal: m(t) = 4 cos(2л * (1000) *t) volts The modulator uses a frequency deviation of 3 KHz. The unmodulated carrier is: * c(t) = 5 cos(2π (100,000) *t) volts a) (10pts) What would be a good estimate of the bandwidth of modulated signal? b) (30pt) Using your estimate of the bandwidth, sketch the amplitude spectrum in Volts/Hz of the modulated carrier. Note: Since we are plotting the Amplitude spectrum, the values of S(f) can be negative. You must carefully label all axes and provide each frequency component values (the x-value) and amplitude (the y-value). Include only the positive frequencies.
3) (40 pts) An FM modulated carrier is modulated by the following signal: m(t) = 4 cos(2л * (1000) *t) volts The modulator uses a frequency deviation of 3 KHz. The unmodulated carrier is: * c(t) = 5 cos(2π (100,000) *t) volts a) (10pts) What would be a good estimate of the bandwidth of modulated signal? b) (30pt) Using your estimate of the bandwidth, sketch the amplitude spectrum in Volts/Hz of the modulated carrier. Note: Since we are plotting the Amplitude spectrum, the values of S(f) can be negative. You must carefully label all axes and provide each frequency component values (the x-value) and amplitude (the y-value). Include only the positive frequencies.
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Transcribed Image Text:3) (40 pts) An FM modulated carrier is modulated by the following signal:
m(t) = 4 cos(2л * (1000) *t) volts
The modulator uses a frequency deviation of 3 KHz. The unmodulated carrier is:
*
c(t) = 5 cos(2π (100,000) *t) volts
a) (10pts) What would be a good estimate of the bandwidth of modulated signal?

Transcribed Image Text:b) (30pt) Using your estimate of the bandwidth, sketch the amplitude spectrum in
Volts/Hz of the modulated carrier. Note: Since we are plotting the Amplitude
spectrum, the values of S(f) can be negative. You must carefully label all
axes and provide each frequency component values (the x-value) and
amplitude (the y-value). Include only the positive frequencies.
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