Let $$\begin{aligned}
A & = \{ \text { Janet, Jill, Sally, Jolly } \} \
B & = \{ \text { Jill, Jolly, Jennifer } \} \
C & = \{ \text { Joan, Jill, Jolly } \}
\end{aligned}$$
Find the set $C \cap B$ .

A) $\text { \{Joan, Jennifer\} }$
B) $\{ \text { Janet, Jill, Jolly\} }$
C) $\{ \text { Jill, Jolly } \}$
D) $\text { \{Jill, Jolly, Joan, Jennifer\} }$
E) $\varnothing$

Question

Let   $$\begin{aligned}
A & = \{ \text { Janet, Jill, Sally, Jolly } \} \
B & = \{ \text { Jill, Jolly, Jennifer } \} \
C & = \{ \text { Joan, Jill, Jolly } \}
\end{aligned}$$  
Find the set $C \cap B$ .
 
A) $\text { \{Joan, Jennifer\} }$
B)  $\{ \text { Janet, Jill, Jolly\} }$
C)   $\{ \text { Jill, Jolly } \}$
D)  $\text { \{Jill, Jolly, Joan, Jennifer\} }$
E)   $\varnothing$

Quizplus · Accepted Answer

The set $C \cap B$ represents the intersection of sets C and B, which includes all elements that are common to both sets. In this case, the common elements are Jill and Jolly.

Let Find the Set C∩BC \cap BC∩B A) {Joan, Jennifer} \text { \{Joan, Jennifer\} } {Joan, Jennifer}

Let Find the Set $C \cap B$

A) $\text { \{Joan, Jennifer\} }$