Notice that if a Venn diagram has one set A, then it divides the universal set into two regions, A and A'. If the diagram has two sets A and B, then there will be four regions: A ∩ B, A ∩ B′, A′ ∩ B, and A′ ∩ B′ What is the maximum number of regions for a three-set Venn diagram? Name the regions in a manner similar to what we have just done to one- and two-set Venn diagrams.
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