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Use the Venn diagram and the given conditions to determine the number of elements in region II. n(U)=38 n(A)=18 n(B)=20 n(C)=19 n(A∩B)=12 n(A∩C)=8 n(B∩C)=6 n(A∩B∩C)=4
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we can do this easily if you fill in the parts. on the other hand we can also compute \[38-(18+20+19-12-8-6+4)\]
3?
that is what i get, yes
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