Draw Venn Diagrams to represent each set.

$(A\cap B)\cup (A\cap C)\cup (B\cap C)$

If the shade that the shaded part of diagram represents $k\text{'}$. Then find k.

Write the set that the shaded part of the Venn Diagram represents.

Write the set that the shaded part of the given diagram represents.

The set that the shaded part of each Venn Diagram represents is $A\cap B\cap C$. Find $X$

The set that the shaded part of the Venn Diagram represents is $(A\cup B\cup C)\cap (a^{\text{'}}\cup B)$. Find $a$.

Write the set that the shaded part of each Venn Diagram represents.

1: $(B\cup C)-(A\cup B\cup C)$

2: $(B\cap C)-(A\cap B\cap C)$

Write $1$ or $2$ as the final answer.

The set that the shaded part of each Venn Diagram represents is $a^{\text{'}}\cup (A\cup C)$ . Find $a$

The set that the shaded part of each Venn Diagram represents is $B^{\text{'}}\cup {(A\cup a)}^{\text{'}}$. Find $a$.