Question
Question 20 Given the following FM modulated signal equation, determine the original message equation, m(t). s(t)= 1.8cos(22.4GHz*t + 3sin(222kHz*t)), Kvco=4500 (Hz/v) a. m(t)= 1.8cos(22.4E9t) b.
Question 20
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Given the following FM modulated signal equation, determine the original message equation, m(t).
s(t)= 1.8cos(22.4GHz*t + 3sin(222kHz*t)), Kvco=4500 (Hz/v)
a. m(t)= 1.8cos(22.4E9t)
b. m(t)= 1.8cos(222E3t)
c. m(t)= 14.7cos(222kHz*t)
d. m(t)= 3cos(213E3t)
10 points
Question 21
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Given the following FM modulated signal equation, determine the frequency bandwidth. s(t)=2cos(21E9t + 4sin(21E3t))
a. 20kHz
b. 10kHz
c. 1kHz
d. 106 kHz
10 points
Question 22
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Given the following message, m(t), carrier, c(t), and Kp=0.1(rad/v), determine the PM modulated signal equation and PM index. m(t)=2cos(24000t), c(t)=4cos(28MHzt).
a. s(t)=4cos(24E6t + 0.75cos(23500t)), PM=0.75
b. s(t)=4cos(28E6t + 0.2cos(24E3t)), PM=0.2
c. s(t)=3cos(24E6t + 0.75cos(23500t)), PM=0.75
d. s(t)=4cos(24000t + 0.2cos(28E6t)), PM=0.2
10 points
Question 23
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Given the following PM modulated signal equation, determine the original message equation, m(t). s(t)=3.2cos(22E9t + 0.99cos(25000t)), Kp=0.33 (Hz/v)
a. m(t)= 4.4cos(25000t)
b. m(t)= 4.4cos(22E9t)
c. m(t)= 3cos(25000t)
d. m(t)= 3.2cos(22E9t)
Question 24
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Given the following PM modulated signal equation, determine the frequency bandwidth. s(t)=3cos(213E9t + 2cos(213E3t))
a. 22kHz
b. 40kHz
c. 78 kHz
d. 116 kHz
Question 25
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Regarding phase modulation (PM), an increase in the PM index, , results in an increase in the modulated signals bandwidth.
True
False
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