which is logically equivalent to the converse of a conditional statement?\n the original conditional…

which is logically equivalent to the converse of a conditional statement?\n the original conditional statement\n the inverse of the original conditional statement\n the contrapositive of the original conditional statement\n the converse of the converse statement

which is logically equivalent to the converse of a conditional statement?\n the original conditional statement\n the inverse of the original conditional statement\n the contrapositive of the original conditional statement\n the converse of the converse statement

Answer

Answer:

B. the inverse of the original conditional statement

Brief Explanations:

Let the conditional statement be "if p then q" ($p\rightarrow q$). Its converse is "if q then p" ($q\rightarrow p$), and its inverse is "if not p then not q" ($\neg p\rightarrow\neg q$). By logical equivalence rules, the converse of a conditional statement is logically equivalent to its inverse.