if an original conditional statement is represented using p → q, which represents the converse?\n¬p → ¬q\n¬q…

if an original conditional statement is represented using p → q, which represents the converse?\n¬p → ¬q\n¬q → ¬p\nq → p\np → q

if an original conditional statement is represented using p → q, which represents the converse?\n¬p → ¬q\n¬q → ¬p\nq → p\np → q

Answer

Brief Explanations:

In logic, for a conditional statement (p\rightarrow q), the converse is formed by inter - changing the hypothesis and the conclusion. That is, the converse of (p\rightarrow q) is (q\rightarrow p).

Answer:

C. (q\rightarrow p)