Question

which statements are true about x? select three options.$x\in b\cup cLXB0x\in a\cup cLXB1x\in a$

Explanation:

1. $B\cup C$ includes all elements in B or C (or both). Since $x$ is in the overlap of B and C, it is in $B\cup C$.
2. $B\cap C$ includes only elements in both B and C. $x$ is in the overlap of B and C, so it is in $B\cap C$.
3. $A\cup C$ includes all elements in A or C (or both). Since $x$ is in C, it is in $A\cup C$.
4. $A\cap C$ includes only elements in both A and C. $x$ is not in A, so it is not in $A\cap C$.
5. $x$ is not in the circle for set A, so $x

otin A$.

Answer:

• $x\in B\cup C$
• $x\in B\cap C$
• $x\in A\cup C$