Question: When the input to a causal LTI system is? x[n] = ?1/3 (1/2) n u[n] ? 4/3 2 n u[? n ? 1], the z-transform

When the input to a causal LTI system is?

x[n] = ?1/3 (1/2)nu[n] ? 4/3 2nu[? n ? 1],

the z-transform of the output is

1+z! Y(2) = (1 - z') (1 + 2) (1 2:-1)

(a) Find the z-transform of x[n].

(b) What is the region of convergence of Y(z)?

(c) Find the impulse response of the system.

(d) Is the systems table?

1+z! Y(2) = (1 - z') (1 + 2) (1 2:-1)

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