Suppose xc(t) is a periodic continuous-time signal with period 1 ms and for which the Fourier series is
The Fourier series coefficients ak are zero for |k| > 9. xc(t) is sampled with a sample spacing T = 1/6 × 10−3 s to form x[n]. That is,
(a) Is x[n] periodic and, if so, with what period?
(b) Is the sampling rate above the Nyquist rate? That is, is T sufficiently small to avoid aliasing?
(c) Find the DFS coefficients of x[n] in terms of ak.
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