Draw an Appropriate Venn Diagram and Use the Given Information $$n ( A ) = 48 , n \left( B ^ { \prime } \right) = 60 , n ( C ) = 51 , n ( A \cap B ) = 20 , n ( B \cap C ) = 19 , n ( A \cap C ) = 18 \text {, }$$

Multiple Choice

Draw an appropriate Venn diagram and use the given information to fill in the number of elements in each region.
- $$n ( A ) = 48 , n \left( B ^ { \prime } \right) = 60 , n ( C ) = 51 , n ( A \cap B ) = 20 , n ( B \cap C ) = 19 , n ( A \cap C ) = 18 \text {, }$$
$\mathrm { n } ( \mathrm { A } \cap \mathrm { B } \cap \mathrm { C } ) = 12 , \mathrm { n } ( \mathrm { A } \cup \mathrm { B } ) = 70$

A)

B)

C)

D)