An information signal of frequency 10 text{ k | vedclass

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(B) Given:Information signal frequency,$f_s = 10 	ext{ kHz}$Carrier wave frequency,$f_c = 3.61 	ext{ MHz} = 3610 	ext{ kHz}$The upper sideband freq

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$3620 	ext{ kHz}$ and $3600 	ext{ kHz}$

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(B) Given:Information signal frequency,$f_s = 10 	ext{ kHz}$Carrier wave frequency,$f_c = 3.61 	ext{ MHz} = 3610 	ext{ kHz}$The upper sideband frequency $(f_u)$ is given by:$f_u = f_c + f_s = 3610 	ext{ kHz} + 10 	ext{ kHz} = 3620 	ext{ kHz}$The lower sideband frequency $(f_l)$ is given by:$f_l = f_c - f_s = 3610 	ext{ kHz} - 10 	ext{ kHz} = 3600 	ext{ kHz}$Thus,the upper sideband and lower sideband frequencies are $3620 	ext{ kHz}$ and $3600 	ext{ kHz}$ respectively.

An information signal of frequency $10 \text{ kHz}$ is modulated with a carrier wave of frequency $3.61 \text{ MHz}$. The upper sideband and lower sideband frequencies are:

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