∩ both ∪ either A′ outside
A\B in A not B #A how many
⊂ subset ∅ null set { }
Regions: only A, both (overlap), only B, outside
(A∪B)′ = outside both
Every region has a count; they add to #U
(only A) + (both) + (only B) + (neither) = #U
Solve for the unknown.