Communication miscellaneous


  1. In NBFM, the maximum modulation frequency is 3 kHz and maximum deviation is 5 kHz. The modulation index is—









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    For NBFM modulation index < 1

    Correct Option: C

    For NBFM modulation index < 1


  1. The disadvantage of FM over AM is that—









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    Refer synopsis.

    Correct Option: B

    Refer synopsis.



  1. The power in normalized message signal mn (t) would be—









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    Given message signal
    m(t) = 9 cos 20πt + 7 cos 60πt
    |m(t )|max = 9 + 7 = 16 at t = 0
    Therefore, the power in normalized message signal

    m(t) =
    Power in the signal m(t)
    Max. power in signal m(t)

    =
    92/2 + 72/2
    = 0.254
    (16)2

    Correct Option: C

    Given message signal
    m(t) = 9 cos 20πt + 7 cos 60πt
    |m(t )|max = 9 + 7 = 16 at t = 0
    Therefore, the power in normalized message signal

    m(t) =
    Power in the signal m(t)
    Max. power in signal m(t)

    =
    92/2 + 72/2
    = 0.254
    (16)2


  1. The double-sided spectrum of xc(t) would be—









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    Try yourself.

    Correct Option: B

    Try yourself.



  1. An AM modulator has output xc (t) = 40 cos 400 πt + 4 cos 360 πt + 4 cos 440 πt The AM modulation efficiency is—









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    The given modulator output
    xc(t) = 40 cos 400 πt + 4 cos 360 πt + 4 cos 440πt xc(t) may be written as

    xc(t) = 401 +
    1
    cos40πt cos400πt
    5
    ...(1)
    On comparing equation (1) with standard equation
    xc(t )= Ac (1 + μ cos ωmt) cos ωct
    μ =
    1
    ,Ac = 40
    5




    Efficiency =
    μ2

    =
    (1/5)2
    =
    1/25

    =
    1

    2 + μ2
    2 + (1/5)250 + 1/2551

    = 0.02
    Hence alternative (B) is correct choice.

    Correct Option: B

    The given modulator output
    xc(t) = 40 cos 400 πt + 4 cos 360 πt + 4 cos 440πt xc(t) may be written as

    xc(t) = 401 +
    1
    cos40πt cos400πt
    5
    ...(1)
    On comparing equation (1) with standard equation
    xc(t )= Ac (1 + μ cos ωmt) cos ωct
    μ =
    1
    ,Ac = 40
    5




    Efficiency =
    μ2

    =
    (1/5)2
    =
    1/25

    =
    1

    2 + μ2
    2 + (1/5)250 + 1/2551

    = 0.02
    Hence alternative (B) is correct choice.