You need to sample the following signal z(t): 00 x(t) = 2 xét – m) m=-00 where x(t) = cos(htt) rect(t) a) Plot the signa
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You need to sample the following signal z(t): 00 x(t) = 2 xét – m) m=-00 where x(t) = cos(htt) rect(t) a) Plot the signa
You need to sample the following signal z(t): 00 x(t) = 2 xét – m) m=-00 where x(t) = cos(htt) rect(t) a) Plot the signal that results from reconstructing with a first order hold filter b) Sketch the Fourier Transform of y(t) (There is no need to calculate it exactly. Use the properties of Fourier Transforms) c) Sketch the Fourier Transform of z(t) (There is no need to calculate it exactly. Use the properties of Fourier Transforms) d) Use your plots to explain whether or not the signal z(t) could possibly be reconstructed exactly from the sampled versions above (for part c) in each case, with T=% and 4).
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