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What is Z-Transform Basics and Applications about?

Here are the steps to solve this problem: 1) Express H(z) as a partial fraction expansion: H(z) = 0.5/(z-0.5) + 0.5/(z+0.25) 2) Take the inverse z-transform of each term using table look-up: h[n] = 0.5×0.5^n + 0.5×(-0.25)^n 3) Therefore, the inverse z-transform is: h[n] = 0.25×0.5^n + 0.125×(-0.25)^n The region of convergence (ROC) is |z| > 0.5.

Author

AjiMaulana

Language

EN