1. **Problem statement:** Draw a simple example of sets like $A$ or $B$. 2. A set is just a collection of distinct items. A helpful way to show a set is to use a circle labeled with the set name. 3. Example: let $A=\{1,2,3\}$ and $B=\{3,4\}$. 4. Here is a simple sketch of the example in words: - $A$ contains $1,2,3$. - $B$ contains $3,4$. - The number $3$ belongs to both sets, so it can be shown in the overlap if you draw a Venn diagram. 5. Final answer: an example drawing would show two circles labeled $A$ and $B$, with $1,2$ in $A$ only, $4$ in $B$ only, and $3$ in the overlap.