An orthogonal set of signals is characterized by the property that the inner product any pair of
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An orthogonal set of signals is characterized by the property that the inner product any pair of signals in the set is zero. Figure shows a pair of signals s1 (t) and s2 (t) that satisfy this condition. Construct the signal constellation for s1 (t) and s2(t).
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Signals s1 and s21 are orthogonal to each other The energy of st is T2 T ...View the full answer
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