Final answer:
The converse of the statement "If Bob does his homework, then George gets candy" is "If George gets candy, then Bob does his homework." The original statement's truth does not guarantee the converse's truth.
Step-by-step explanation:
The converse of a conditional statement flips the hypothesis and conclusion. In other words, it switches the 'if' part with the 'then' part. Therefore, the converse of "If Bob does his homework, then George gets candy" is "If George gets candy, then Bob does his homework."
It's important to note that the truth of the converse is not dependent on the truth of the original statement. Just because the original statement is true, it doesn't mean that its converse is also true.