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What is the z transform of (1/n)?
That sounds complicated. Can you break it down for me?
Of course. The z transform is a mathematical technique used to analyze signals. When we apply the z transform to (1/n), we get (1 - z^-n)/n(1-z^-1). The (1 - z^-n) represents the numerator of the fraction and the n(1-z^-1) represents the denominator.