Determine whether the following two propositions are logically equivalent: $p \rightarrow ( \neg q \wedge r ) , \neg p \vee \neg ( r \rightarrow q ) )$

Name: Determine whether the following two propositions are logically equivalent: $p \rightarrow ( \neg q \wedge r ) , \neg p \vee \neg ( r \rightarrow q ) )$
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The Answer of Determine whether the following two propositions are logically equivalent: $p \rightarrow ( \neg q \wedge r ) , \neg p \vee \neg ( r \rightarrow q ) )$

Determine Whether the Following Two Propositions Are Logically Equivalent p→(¬q∧r),¬p∨¬(r→q))p \rightarrow ( \neg q \wedge r ) , \neg p \vee \neg ( r \rightarrow q ) )p→(¬q∧r),¬p∨¬(r→q))

Determine Whether the Following Two Propositions Are Logically Equivalent $p \rightarrow ( \neg q \wedge r ) , \neg p \vee \neg ( r \rightarrow q ) )$