Name the property demonstrated in each Boolean variable expression.
-$( x \wedge y ) \vee ( x \wedge z ) = x \wedge ( y \vee z )$
A) Complement
B) Commutative
C) Identity
D) Distributive
E) None of these

Question

Quizplus · Accepted Answer

This expression demonstrates the Distributive Property, which allows the operation inside the parentheses to be distributed across each term outside the parentheses, similar to algebraic distribution.

Name the Property Demonstrated in Each Boolean Variable Expression (x∧y)∨(x∧z)=x∧(y∨z)( x \wedge y ) \vee ( x \wedge z ) = x \wedge ( y \vee z )(x∧y)∨(x∧z)=x∧(y∨z)

Name the Property Demonstrated in Each Boolean Variable Expression $( x \wedge y ) \vee ( x \wedge z ) = x \wedge ( y \vee z )$