Given that nA U B 42 nA B 5 nA 29 and nA U B 61 determin

Given that n(A U B) = 42, n(A B) = 5, n(A) = 29, and n(A\' U B\') = 61, determine the number of elements in each of the disjoint regions labeled with Roman numerals in the Venn diagram to the right. There are element(s) in region I, elements) in region II, element(s) in region III, and element(s) in region IV.

Elements in region I =24

Elements in region II =5

Elements in region III =13

Elements in region IV =24

$Given that n(A U B) = 42, n(A B) = 5, n(A) = 29, and n(A\' U B\') = 61, determine the number of elements in each of the disjoint regions labeled with Roman num$

Given that nA U B 42 nA B 5 nA 29 and nA U B 61 determin

Solution

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