'A ∩ B′' in a set theory context represents the set of cities that have a zoo and do not have a symphony.
In the field of mathematics, particularly in set theory, the notation A ∩ B′ refers to the intersection of two sets. The 'A' represents the set of cities with a zoo, and 'B' is the set of cities with a symphony. The symbol '∩' stands for intersection and 'B′' stands for the complement of B, or in other words, cities that do not have a symphony.
Therefore, A ∩ B′ represents the set of cities that have a zoo and do not have a symphony. This would be the common elements of these two particular sets - cities with a zoo (set A) and cities without a symphony (complement of set B).
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we need an image of the spinner to answer the question. are we supposed to just know what it looks like?
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flvs she cheating
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60 yrs old
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4
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I hope this helps!
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4
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because -36+ 40 =4 you take the subtraction and give it to the 40