Question

check the boxes in the accompanying figures to indicate which regions should be shaded to represent each set. (select all that apply.) (a) ( a cap b cap c^c )

Explanation:

Step1: Interpret the set notation

$A \cap B \cap C^C$ means elements that are in both $A$ and $B$, not in $C$.

Step2: Identify matching regions

Locate the overlap of circles $A$ and $B$ that does not lie within circle $C$.

Answer:

The box in the region that is the intersection of $A$ and $B$ but outside $C$ (the rightmost blue-checked box in the $A$-$B$ overlap, not overlapping with $C$) should be selected.