The converse of "If I studied for it, then I did well on the exam" is "If I did well on the exam, then I studied for it.
The converse of the statement "If I studied for it, then I did well on the exam" is "If I did well on the exam, then I studied for it." The converse simply switches the hypothesis and conclusion of the original statement while maintaining the same logical structure.
So, in the given examples:
Original Statement: "If I studied for it, then I did well on the exam."
Converse: "If I did well on the exam, then I studied for it."
The converse statement may or may not be true. While the original statement suggests a positive correlation between studying and doing well, the converse does not necessarily imply the same correlation. It's possible to do well on an exam without studying, or there could be other factors at play.
It's important to note that the converse of a statement is not always logically equivalent to the original statement. In this case, the converse is a different assertion with different implications.