Two DT signals, sk(n) and sl(n), are said to be orthogonal over an interval [N1, N2] if
If Ak — 1, the signals are called orthonormal.
(a) Prove the relation
(b) Illustrate the validity of the relation in part (a) by plotting for every value of k = 1, 2, ... , 6, the signals [Note: For a given k, n the signal sk(n) can be represented as a vector in the complex plane.]
(c) Show that the harmonically related signals
are orthogonal over any interval of length N.
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