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It is easy to compute the output of a discrete transfer function given the input forcing values It includes lots of example code and worked examples. Zy(z) is the output at the next sampling instant

In the time domain, this is y ( k 1 ) In laplace transform we evaluate the complex sinusoidal representation of a continuous signal Why should the highest z exponent in the numerator never be greater than the highest z exponent in the denominator

Can they be the same power?

This section contains lecture notes for the class.

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