Each set operator corresponds to a logical operator, in the following sense:

for each binary set operator $\backslash$geoquad $,$ there is a binary logical operator $$ such that for any universal set U$,$ and any subsets A and B of U$,$

A $\backslash$geoquad B $=\{$ x in U $|$ x in A $$ x in B $\}.$

Match set operators and their corresponding logical operators.