Which of the following is the negation of the proposition? \[ p \wedge \neg \wedge q \] \[ \neg p \wedge \neg q \] \( \bigcirc \neg p \vee \neg q \) \( p p \vee \neg q \)

The negation of a proposition is the statement that is opposite in meaning to the original proposition. Given proposition: \( p \wedge \neg q \) To find the negation of this proposition, we need to negate each part of the proposition individually and then combine them using logical operators. Negating \( p \) gives us \( \neg p \). Negating \( \neg q \) gives us \( q \). Therefore, the negation of the proposition \( p \wedge \neg q \) is \( \neg p \vee q \). So, the correct negation of the proposition is \( \neg p \vee q \).