Communication miscellaneous
- Modulation index of FM signal—
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β = Δf = 0.11 × 106 = 27.5 fm 4 × 103
Correct Option: D
β = Δf = 0.11 × 106 = 27.5 fm 4 × 103
- Frequency deviation of AM signal—
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Subtracting equation (i) and (ii) we get
2Δfm = 0·22 MHz
or
Δfm = 0·11 MHzCorrect Option: A
Subtracting equation (i) and (ii) we get
2Δfm = 0·22 MHz
or
Δfm = 0·11 MHz
- Carrier frequency—
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Given, fc + Δ fm = 107·218 MHz …(i)
fc + Δfm = 107·196 MHz …(ii)
adding equations (i) and (ii),
we get
2fc = (107·218 + 107·196) MHz
or
fc = 107·207 MHzCorrect Option: B
Given, fc + Δ fm = 107·218 MHz …(i)
fc + Δfm = 107·196 MHz …(ii)
adding equations (i) and (ii),
we get
2fc = (107·218 + 107·196) MHz
or
fc = 107·207 MHz
- The carrier swing—
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Carrier swing = 107.218 – 107.196 = 0.22 MHz
Correct Option: A
Carrier swing = 107.218 – 107.196 = 0.22 MHz
- The modulating frequency in frequency modulation is increased from 10 kHz to 20 kHz. The bandwidth is—
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Since, BW = 2(Δf + fm)
When fm increased from 10 kHz to 20 kHz i.e. 10 kHz BW increased by 20 kHz.Correct Option: C
Since, BW = 2(Δf + fm)
When fm increased from 10 kHz to 20 kHz i.e. 10 kHz BW increased by 20 kHz.