Examlpe: Assume that an analog signal is given by a) x(t) = 5 cos(4 × 10³nt) + 3 cos(6 x 10 nt),t 2 0 b) x(t) = 5 cos(4 × 10³nt) + 1 cos(10 x 10 rt),t N0 and is sampled at the rate of 8KHZ. Sketch the...


Examlpe:<br>Assume that an analog signal is given by<br>a) x(t) = 5 cos(4 × 10³nt) + 3 cos(6 x 10 nt),t 2 0<br>b) x(t) = 5 cos(4 × 10³nt) + 1 cos(10 x 10 rt),t N0<br>and is sampled at the rate of 8KHZ. Sketch the spectrum for the sampled signal from 0 to<br>20kHz. Sketch the recovered analoge signal spectrum if an ideal LPF with a cutoff frequency<br>of 4KHZ used to filter the sampled signal (y(n) = x(n) )to recover the original signal.<br>%3D<br>%3D<br>1<br>><br>Ts<br>Xs(f)<br>X(f – nfs)<br>f<br>n=ー00<br>

Extracted text: Examlpe: Assume that an analog signal is given by a) x(t) = 5 cos(4 × 10³nt) + 3 cos(6 x 10 nt),t 2 0 b) x(t) = 5 cos(4 × 10³nt) + 1 cos(10 x 10 rt),t N0 and is sampled at the rate of 8KHZ. Sketch the spectrum for the sampled signal from 0 to 20kHz. Sketch the recovered analoge signal spectrum if an ideal LPF with a cutoff frequency of 4KHZ used to filter the sampled signal (y(n) = x(n) )to recover the original signal. %3D %3D 1 > Ts Xs(f) X(f – nfs) f n=ー00

Jun 11, 2022
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