You wish to recover the original analog signal x(t) from its sampled form x(nT s ). (a)
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You wish to recover the original analog signal x(t) from its sampled form x(nTs).
(a) If the sampling period is chosen to be Ts = 1 so that the Nyquist sampling rate condition is satisfied, determine the magnitude and cut-off frequency of an ideal low-pass filter H(jΩ) to recover the original signal, plot them.
(b) What would be a possible maximum frequency of the signal? Consider an ideal and a non-ideal low-pass filters. Explain.
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