4. Using the truth table, prove the following expression: a. (x + y z)' + y' (x y + z) = x' y' +x' z' + y'z b. (yz' + x'z)' = xy' + xz + y'z'

4. Using the truth table, prove the following expression:<br>a. (x + y z)' + y' (x y + z) = x' y' +x' z' + y'z<br>b. (yz' + x'z)' = xy' + xz + y'z'<br>

Extracted text: 4. Using the truth table, prove the following expression: a. (x + y z)' + y' (x y + z) = x' y' +x' z' + y'z b. (yz' + x'z)' = xy' + xz + y'z'

3. Simplify the following Boolean expression:<br>a. (x + y) z' + y(x' + z')<br>b. x'z (xy + y'z' + yz)<br>с. у (xz' + y2)<br>d. (y + z') (x' + y)

Extracted text: 3. Simplify the following Boolean expression: a. (x + y) z' + y(x' + z') b. x'z (xy + y'z' + yz) с. у (xz' + y2) d. (y + z') (x' + y)"

Jun 03, 2022

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4. Using the truth table, prove the following expression: a. (x + y z)' + y' (x y + z) = x' y' +x' z' + y'z b. (yz' + x'z)' = xy' + xz + y'z'

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