Question

Which is the converse of this conditional?

If it is appropriate, then I go for a drive.
A.

If it is appropriate, then I do not go for a drive.

B.

If I go for a drive, then it is appropriate.

C.

If it is not appropriate, then I do not go for a drive.

D.

If I do not go for a drive, then it is not appropriate.

Answer 1

If I go for a drive, then it is appropriate.

Answer 2

Yup, B. Satellite FTW.

Answer 3

what i meant was
converese OF
\[p\to q\] IS
\[q\to p\]