X’Y + XZ . 2.8 (Laws and Theorems of Boolean Algebra) Prove, using truth tables, that: (a) XY + YZ + XZ’ = YZ + XZ’ X Y Z XY YZ XZ’ XY + YZ + XZ’

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Problem 9.7* Consider a finite-duration sequence x(n), which is zero for n < 0 and n > N, where N is even. Let the z-transform of x(n) be denoted by X(z).

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