Question: Use the Venn diagram to represent the set $A \cap B'$ in roster form.
$A \cap B' = \{1, 6\}$
(Use a comma to separate answers as needed.)
1. The problem asks to represent the set $A \cap B'$ in roster form using a Venn diagram.
2. Recall that $A \cap B'$ means the elements that are in set $A$ but not in set $B$.
3. Given $A \cap B' = \{1, 6\}$, this means the elements $1$ and $6$ are in $A$ but not in $B$.
4. The roster form is simply listing the elements inside curly braces separated by commas.
5. Therefore, the set $A \cap B'$ in roster form is:
$$A \cap B' = \{1, 6\}$$
This matches the given set and correctly represents the elements in $A$ but not in $B$.