Question

which of the following options best completes the column for!(x || x) in the truth table?

false
true

Explanation:

Step1: Analyze the logical OR operation for \(x\)

For the expression \(x||x\), in logical OR operation, if \(x = F\), then \(F||F\) is \(F\).

Step2: Apply the NOT operation

The expression is \(!(x||x)\). Since \(x||x\) is \(F\) when \(x = F\), then \(!F\) is \(T\).

Answer:

True