1. The problem is to find the set represented by $A' \cap B$, which means the intersection of the complement of set $A$ and set $B$. 2. Recall that $A'$ (or $A^c$) is the complement of $A$, meaning all elements not in $A$. 3. The intersection $A' \cap B$ includes all elements that are in $B$ but not in $A$. 4. To visualize this in a Venn diagram, draw two overlapping circles labeled $A$ and $B$. 5. Shade the part of circle $B$ that does not overlap with circle $A$. 6. This shaded region represents $A' \cap B$. Since the user requested a Venn diagram, but no graph plotting is requested, the "desmos" field is minimal.