The shaded region in the Venn diagram can be | vedclass

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(C) The shaded region consists of the parts of $A$ that are not in $B$ or $C$,the parts of $C$ that are not in $A$ or $B$,and the central intersection

Vedclass · Accepted Answer

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

Vedclass · Answer

(C) The shaded region consists of the parts of $A$ that are not in $B$ or $C$,the parts of $C$ that are not in $A$ or $B$,and the central intersection $A \cap B \cap C$.Specifically,the region represents $(A \setminus (B \cup C)) \cup (C \setminus (A \cup B)) \cup (A \cap B \cap C)$.By analyzing the logical expressions,the expression $(A \cup C) \cap (A^C \cup B^C) \cap (A^C \cup C^C) \cap (B^C \cup C^C) \cup (A \cap B \cap C)$ correctly identifies the union of the exclusive regions of $A$ and $C$ along with the central intersection $A \cap B \cap C$.

The shaded region in the Venn diagram can be represented by which of the following?

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