Let (P ) be the wff (A ightarrow B ) Prove or disprove whether (P ) is equivalent to any of the following related wffs a the converse of (P, B ightarrow A ) b the inverse of (P, A prime ightarrow B prime ) c the contrapositive of (P, B prime ightarrow A prime ) ...

Let (P) be the wff (A ightarrow B). Prove or disprove whether (P) is equivalent to

Question:

Let $P$ be the wff $A \rightarrow B$. Prove or disprove whether $P$ is equivalent to any of the following related wffs.
a. the converse of $P, B \rightarrow A$
b. the inverse of $P, A^{\prime} \rightarrow B^{\prime}$
c. the contrapositive of $P, B^{\prime} \rightarrow A^{\prime}$

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