Final answer:
The converse of the conditional statement "If it is not broken, then do not fix it" is option d: If you fix it, then it is not broken.
Step-by-step explanation:
The original conditional statement is "If it is not broken, then do not fix it." The converse of a conditional statement is formed by switching the hypothesis and the conclusion. Therefore, the converse is: d. "If you fix it, then it is not broken." It's important to note that the converse of a conditional statement is not necessarily always true. While the original statement suggests that if something is not broken, it should not be fixed, the converse suggests that if you fix it, it is not broken. This might not always hold true in every context, as fixing something doesn't necessarily mean it wasn't broken in the first place.