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For the question 88, what will be inverse z-transform for
ROC, |z| < 1 2
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2 δ(n) – 1 n u(– n – 1) + 1 (3)n u(– n – 1) 3 2 3 -
2 δ(n) + 1 n u(– n – 1) – 1 (3)n u(– n – 1) 3 2 3 -
2 δ(n) + 1 n u(n) – 1 (3)n u(n) 3 2 3 -
2 δ(n) + 1 n u(n) + 1 (3)n u(n) 3 2 3
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Correct Option: B
In the region |z| < | 3, both the poles are exterior, | 2 |
i.e., x(n) is anti-causal and hence
X(n) = | δ(n) + | ![]() | ![]() | n | u(– n – 1) – | (3)n u(– n – 1) | |||
3 | 2 | 3 |