Communication miscellaneous
-  The carrier swing—
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                        View Hint View Answer Discuss in Forum Carrier swing = 107.218 – 107.196 = 0.22 MHz Correct Option: ACarrier swing = 107.218 – 107.196 = 0.22 MHz 
-  Which of the following AM techniques provide the advantages of greater signal power and reduction of bandwidth?
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                        View Hint View Answer Discuss in Forum NA Correct Option: BNA 
-  The sum of two signals e1 = 3 sin (4π × 103t) and e1= 5 sin(4π × 256t) is sampled at 1024 Hz. The sampled signal is passed through a low pass filter with cut off at 2048 Hz. The output of the filter will contain components at—
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                        View Hint View Answer Discuss in Forum Given that 
 e1= 3 sin(4π × 103t), fm1 = 2 × 103 Hz
 e2 = 5 sin(4 π × 256t), fm2 = 256 Hz
 sampling frequency, fs = 1024 Hz
 cut-off frequency of LPF, ωc = 2048 Hz
 Since for proper reconstruction of signal fs ≥ 2fm
 For fm1, fs less than 2fm1 so it will pass through the LPF,
 while for fm2, fs > 2fm2 [i.e. 1024 > (2 × 256)]
 So the output of the filter will contain 256 Hz component only.Correct Option: CGiven that 
 e1= 3 sin(4π × 103t), fm1 = 2 × 103 Hz
 e2 = 5 sin(4 π × 256t), fm2 = 256 Hz
 sampling frequency, fs = 1024 Hz
 cut-off frequency of LPF, ωc = 2048 Hz
 Since for proper reconstruction of signal fs ≥ 2fm
 For fm1, fs less than 2fm1 so it will pass through the LPF,
 while for fm2, fs > 2fm2 [i.e. 1024 > (2 × 256)]
 So the output of the filter will contain 256 Hz component only.
-  In a broadcast transmitter, the RF output is represented as
 e(t) = 50 [1 + 0·89 cos 5000 t + 0·30 sin 9000t] cos (6 × 106t) volt
 What are the sidebands of the signals in radians?
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                        View Hint View Answer Discuss in Forum The given equation. e(t) = 50[1 + 0·89 cos 5000 t + 0·30 sin 9000t] cos (6 × 106t) volt 
 Let 5000 = ωm1 or ωm1 = 0·005 MHz
 9000 = ωm2 or ωm2 = 0·009 MHz
 6 × 106 = ωc1 or ωc1 = 6 MHz
 e(t) = 50[cos ωc1 t + 0·89 cos ωm1t. cos ωc1t + 0·30 sin ωm2t]
 Sidebands of the signals are at
 ωc1 ± ωm1 and ωc1 ± ωm2, frequency
 i.e. (6 ± 0·005) MHz and (6 ± 0·009) MHz
 6·005 × 106, 5·995 × 106, 6·009 × 106, 5·991 × 106
 Hence alternative (B) is the correct choice.Correct Option: BThe given equation. e(t) = 50[1 + 0·89 cos 5000 t + 0·30 sin 9000t] cos (6 × 106t) volt 
 Let 5000 = ωm1 or ωm1 = 0·005 MHz
 9000 = ωm2 or ωm2 = 0·009 MHz
 6 × 106 = ωc1 or ωc1 = 6 MHz
 e(t) = 50[cos ωc1 t + 0·89 cos ωm1t. cos ωc1t + 0·30 sin ωm2t]
 Sidebands of the signals are at
 ωc1 ± ωm1 and ωc1 ± ωm2, frequency
 i.e. (6 ± 0·005) MHz and (6 ± 0·009) MHz
 6·005 × 106, 5·995 × 106, 6·009 × 106, 5·991 × 106
 Hence alternative (B) is the correct choice.
-  Which one of the following is represented by
 V(t) = 5[cos (106 πt) – sin (103 πt) × sin (106 πt)]
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                        View Hint View Answer Discuss in Forum NA Correct Option: DNA 
 
	