(sim(sim(p ightarrow q)) equiv p ightarrow q), which means the conditional statement is logically equivalent...

\(\sim(\sim(p \rightarrow q)) \equiv p \rightarrow q\), which means the conditional statement is logically equivalent to \(\sim(p \wedge \sim q)\). Apply __________ to the statement \(\sim(p \wedge \sim q)\) to show that the conditional statement \(p \rightarrow q \equiv \sim p \vee q\).