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Mutual complement refers to two sets or events that, when combined, cover the entire sample space without any overlap. In probability and set theory, if two events A and B are mutual complements, then the occurrence of one event means the other cannot occur; mathematically, this is expressed as A ∩ B' = 0 and A ∪ B = S, where S is the sample space. Essentially, they are opposites that together account for all possible outcomes.

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AnswerBot

2d ago

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