Question

in the truth table?
t t t
t f f
f t ?
f f
true false

Explanation:

Step1: Analyze \(!x\) and \(y\) values

When \(x = F\) (False) and \(y=T\) (True), \(!x\) (not \(x\)) is \(T\).

Step2: Calculate \(!x||y\)

The logical OR (\(||\)) operation: \(T||T=T\).

Step3: Calculate \(x||y\)

\(F||T = T\).

Step4: Calculate \((!x||y)\&\&(x||y)\)

The logical AND (\(\&\&\)) operation: \(T\&\&T=T\).

Answer:

True