Charles and his friends, Winston and Joseph, took a test. Upon reviewing the first question, they say as follows:
Their teacher comes up to them with the answer sheet and says that two of their statements are correct. Of Charles, Winston, and Joseph, whose answers (not their statements) must be correct no matter what?
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If Winston's statement was correct, then (as it is mutually exclusive with Charles and Joseph's statements) there would only be one correct statement, so Winston's statement must be incorrect. The only way for both Charles to be right and for there to be at least two people right is if
Joseph's answer might be wrong, and Winston's answer might be wrong, but Charles's answer is correct in both cases, so Charles's answer must be right.