Let $$\begin{array} { l }
S = \{ \text { Apple, Dell, Gateway, Pomegranate, Compaq } \} \
B = \{ \text { Apple, Dell, Pomegranate, Compaq } \} \
G = \{ \text { Compaq } \} \
Q = \{ \text { Compaq } \}
\end{array}$$
Use a Venn diagram to determine the relationships among the sets.

A) $S \subset B$ , $G \subset B$ , $Q \subset B$
B) $G \subset B$ , $Q \subset B$ , $B \subset S$ , $G = Q$
C) $B \subset G$ , $B \subset Q$
D) $B \subset G$ , $B \subset Q$ , $B \subset G$ , $G = Q$
E) $\varnothing$

Question

Let   $$\begin{array} { l } 
S = \{ \text { Apple, Dell, Gateway, Pomegranate, Compaq } \} \
B = \{ \text { Apple, Dell, Pomegranate, Compaq } \} \
G = \{ \text { Compaq } \} \
Q = \{ \text { Compaq } \}
\end{array}$$  
Use a Venn diagram to determine the relationships among the sets.
 
A) $S \subset B$ , $G \subset B$ , $Q \subset B$
B) $G \subset B$ , $Q \subset B$ , $B \subset S$ , $G = Q$
C) $B \subset G$ , $B \subset Q$
D) $B \subset G$ , $B \subset Q$ , $B \subset G$ , $G = Q$
E) $\varnothing$

Quizplus · Accepted Answer

B is correct because all elements of G and Q are in B, and all elements of B are in S, indicating B is a subset of S. G and Q are equal because they contain the same element, Compaq.

Let Use a Venn Diagram to Determine the Relationships Among the Apple