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What is Inverse Z-Transform Practice Problem about?

This document discusses computing the inverse z-transform of the signal X(z) = 1/(1+3z), |z| > 1/3. Three students provide answers for the inverse z-transform. The first answer is marked as having a mistake. The second answer computes the inverse transform as x[n] = (-1)^(1-n)*(1/3)u[n-1]. The third answer also provides the inverse transform as x[n] = (-1)^(n-1)*(1/3)u[n-1].

Author

AISHWARYA

Language

EN