Use the correct reduced Boolean expression obtaind from the previous question.
-$x \wedge \left( x ^ { \prime } \vee y \right)$
A) $x \vee y ; 0$
B) $x \wedge y ; 1$
C) $x \wedge y ; 0$
D) $x \vee y ; 1$
E) None of these

Question

Use the correct reduced Boolean expression obtaind from the previous question. 
-$x \wedge \left( x ^ { \prime } \vee y \right)$
A) $x \vee y ; 0$
B) $x \wedge y ; 1$
C) $x \wedge y ; 0$
D) $x \vee y ; 1$
E) None of these

Quizplus · Accepted Answer

The expression $x \wedge (x' \vee y)$ simplifies to $x \wedge y$ using the absorption law.

Use the Correct Reduced Boolean Expression Obtaind from the Previous x∧(x′∨y)x \wedge \left( x ^ { \prime } \vee y \right)x∧(x′∨y)

Use the Correct Reduced Boolean Expression Obtaind from the Previous $x \wedge \left( x ^ { \prime } \vee y \right)$