The signal x[n] = 1 has a fundamental period N0 = 1.
(a) Find its DFT harmonic function using that fundamental period as the representation time.
(b) Now let 
Find the DFT harmonic function for z[n] using its fundamental period as the representation time.
(c) Verify that z[0] = 1 and that z[1] = 0 by using the DFT representation of z[n] .
(a) Find its DFT harmonic function using that fundamental period as the representation time.
(b) Now let Find the DFT harmonic function for z[n] using its fundamental period as the representation time.
(c) Verify that z[0] = 1 and that z[1] = 0 by using the DFT representation of z[n] .
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