The statement $( p \wedge ( \sim q ) ) \Rightarrow ( p \Rightarrow ( \sim q ) )$ is (1) equivalent to $( \sim p ) \vee ( \sim q )$ (2) a tautology (3) equivalent to $p \vee q$ (4) a contradiction
The statement $( p \wedge ( \sim q ) ) \Rightarrow ( p \Rightarrow ( \sim q ) )$ is\\
(1) equivalent to $( \sim p ) \vee ( \sim q )$\\
(2) a tautology\\
(3) equivalent to $p \vee q$\\
(4) a contradiction