C-02-Q083mediumsingle_mcqThe distributive law (A∪B)∩C(A \cup B) \cap C(A∪B)∩C equals—a(A∩C)∪(B∩C)(A \cap C) \cup (B \cap C)(A∩C)∪(B∩C)b(A∪C)∩(B∪C)(A \cup C) \cap (B \cup C)(A∪C)∩(B∪C)cA∩B∩CA \cap B \cap CA∩B∩CdA∪B∪CA \cup B \cup CA∪B∪C