Use a Venn Diagram and the Given Information to Determine $n(U)=118, n(A)=37, n(B)=50, n(C)=43, n(A \cap B)=8, n(A \cap C)=6, n(B \cap C)=7$

Multiple Choice

Use a Venn Diagram and the given information to determine the number of elements in the indicated set.
- $n(U) =118, n(A) =37, n(B) =50, n(C) =43, n(A \cap B) =8, n(A \cap C) =6, n(B \cap C) =7$ , and $n(A \cap(B \cap C) ) =5$ . Find $n\left(((A \cup B) \cup C) ^{\prime}\right)$ .

A) 5
B) 32
C) 4
D) 28