Set Theoryhard
0:00.0

Let χA(x)\chi_A(x) denote the characteristic function of set AA, defined as χA(x)=1\chi_A(x) = 1 if xAx \in A and χA(x)=0\chi_A(x) = 0 if xAx \notin A. For any elements xx in the universal set UU, which of the following statements is equivalent to the assertion that ABA \subseteq B?