which is logically equivalent to the converse...
which is logically equivalent to the converse of a conditional statement? the original conditional statement the inverse of the original conditional statement the contrapositive of the original conditional statement the converse of the converse statement
Answer
# 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 ($q\rightarrow p$) is logically equivalent to the inverse ($\neg p\rightarrow\neg q$).
# Answer:
the inverse of the original conditional statement