Question

which of the following options best completes the column for (!x || y) && (x || y) in the truth table? x y!x||y x||y (!x||y) && (x||y) t t ? t f f t f f true false

Explanation:

Step1: Calculate \(!x||y\) when \(x = T\) and \(y = T\)

\(!T\) is \(F\), then \(F||T\) is \(T\)

Step2: Calculate \(x||y\) when \(x = T\) and \(y = T\)

\(T||T\) is \(T\)

Step3: Calculate \((!x||y)\&\&(x||y)\)

\(T\&\&T\) is \(T\)

Answer:

True