Question

For which of the following cases does the statement $p\wedge \sim q$ take the truth value as true?

• A. p is true, q is true.
• B. p is false, q is true.
• C. p is false, q is false.
• D. p is true, q is false.

Answer 1

The correct option is D p is true, q is false.

Here we can see that $q$ is negated.
This means, if p is True, then q will be false will give the Truth value as True for the given statement as $\wedge$ denotes AND.