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Using properties of sets and their compl...

Using properties of sets and their complements prove that
(v)` A cap (B-C)=(Acap B)-(A cap C)`

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Using properties of sets and their complements prove that (ii) A-(A cap B)=A-B

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Prove A cup (B cap C)=(A cup B) cap(A cup C)

Prove (A cap B)'=(A' cup B')

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If A , B and C are any three sets , then prove that : Acap(B-C)=(AcapB)-(AcapC) (ii) Acap(BDeltaC)=(AcapB)Delta(AcapC) .

The set (A cap B')cup (B cap C) equals

( A cap B ) cup ( A cap C) =__________

If A = {a,b,c,d,e }, B= {a,c,e, g} and C = {b,e, f,g} verify that : (i) A cap (B-C) =(A cap B) -(A cap C) (ii) A- (Bcap C) =(A-B)cup (A-C)

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  13. For any 3 sets A, B and C, prove that : (i) A-(B cupC)=(A-B)cap(A-C)...

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  14. For any 3 sets A, B and C, prove that : (i) A-(B cupC)=(A-B)cap(A-C)...

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