1.Let AAA, BBB and CCC be sets such that A⊆B⊆CA \subseteq B \subseteq CA⊆B⊆C. Then which of the following statements is not true?a.B∩C⊆AB \cap C \subseteq AB∩C⊆Ab.(C∪A)∩(C∪B)=C(C \cup A) \cap (C \cup B) = C(C∪A)∩(C∪B)=Cc.If (A−B)⊆C(A - B) \subseteq C(A−B)⊆C, then A⊆CA \subseteq CA⊆Cd.If (A−C)⊆B(A - C) \subseteq B(A−C)⊆B, then A⊆BA \subseteq BA⊆BLogin to continueOnly logged in users canattempt or see the solution.
