(a) Given the following unilateral z-transforms, find the inverse z-transform of each function:
(i)
(ii)
(iii)
(iv)
(v)
(vi)
(b) Verify the partial-fraction expansions in Part (a) using MATLAB.
(c) Evaluate each x [n] in Part (a) for the first three nonzero values.
(d) Verify the results in Part (c) by expanding each X(z) in Part (a) into a power series using long division.
(e) Use the final-value property to evaluate x[∞ ] for each function in Part (a).
(f) Check the results of Part (e), using each x [n] found in Part (a).
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