1. **Problem:** Make a Venn diagram using numbers. 2. A Venn diagram uses overlapping circles to show how numbers can belong to different groups. 3. A simple way to do this is to sort numbers by a rule, like even and odd. 4. Example rule: $$\text{Set } A = \{\text{even numbers}\}$$ $$\text{Set } B = \{\text{numbers greater than 5}\}$$ 5. Put each number in the correct region: - Numbers in both sets go in the overlap. - Numbers in only one set go in that circle only. - Numbers in neither set go outside both circles. 6. Example with numbers $1$ through $10$: - Overlap: $\{6,8,10\}$ because they are even and greater than $5$. - Only $A$: $\{2,4\}$ because they are even but not greater than $5$. - Only $B$: $\{7,9\}$ because they are greater than $5$ but not even. - Neither: $\{1,3,5\}$ because they are not even and not greater than $5$. 7. Final answer: A number Venn diagram can be built by choosing two number rules and placing each number in the correct region.