Problem

A real continuous-time signal xc(t) is bandlimited to frequencies below 5 kHz; i.e., . T...

A real continuous-time signal xc(t) is bandlimited to frequencies below 5 kHz; i.e., . The signal xc(t) is sampled with a sampling rate of 10,000 samples per second (10 kHz) to produce a sequence x[n] = xc(nT ) with T = 10−4.

Let X[k] be the 1000-point DFT of x[n].

(a) To what continuous-time frequency does the index k = 150 in X[k] correspond?

(b) To what continuous-time frequency does the index k = 800 in X[k] correspond?

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