Question: Given that n(A N B) = 7, n(A n Bn C) = 6, n(A nc) = 8, n(B n C) = 6, n(A n

Given that n(A N B) = 7, n(A n Bn C) =

Given that n(A N B) = 7, n(A n Bn C) = 6, n(A nc) = 8, n(B n C) = 6, n(A n C') = 5, n(B n C') = 6, n(C) = 14, and n(A' n B' n C') = 10, determine the number of element(s) in each of the disjoint regions labeled with Roman numerals in the Venn diagram below. A III V IV VI VII VIII C. element(s) in region II, element(s) in region II, , element(s) in region IV, element(s) in region V, element(s) in region VI, element(s) in region VII, and element(s) in region VII. There are element(s) in region I,

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