If \( A=\{a, b\}, B=\{c, d\}, C=\{d, e\} \), then \( \{(a, c),(a, d),(a, e),(b, c),(b, d),(b, e)...

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If \( A=\{a, b\}, B=\{c, d\}, C=\{d, e\} \), then
\( \{(a, c),(a, d),(a, e),(b, c),(b, d),(b, e)\} \) is equal to
(A) \( A \cap(B \cup C) \)
(B) \( A \cup(B \cap C) \)
(C) \( A \times(B \cup C) \)
(D) \( A \times(B \cap C) \)
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