A message signal of frequency 10 kHz is used | vedclass

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(B) Given: Message signal frequency,$f_m = 10 kHz = 0.01 MHz$.Carrier wave frequency,$f_c = 6 MHz = 6000 kHz$.The sideband frequencies are given by $(

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$5990 kHz, 6010 kHz$

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(B) Given: Message signal frequency,$f_m = 10 kHz = 0.01 MHz$.Carrier wave frequency,$f_c = 6 MHz = 6000 kHz$.The sideband frequencies are given by $(f_c + f_m)$ and $(f_c - f_m)$.Upper sideband frequency $(f_{USB}) = f_c + f_m = 6000 kHz + 10 kHz = 6010 kHz$.Lower sideband frequency $(f_{LSB}) = f_c - f_m = 6000 kHz - 10 kHz = 5990 kHz$.Therefore,the sideband frequencies are $5990 kHz$ and $6010 kHz$.

$A$ message signal of frequency $10 kHz$ is used to modulate a carrier wave of frequency $6 MHz$. The sideband frequencies are:

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