If BCA ,Then Prove:(i) (A-B)UB= A
(ii) B’UA= U
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Given:-
B⊂A or B is the subset of A which means set B is in the Set A.
To Prove:-
(i) (A-B)∪B=A
(ii) B'∪A= U
Proof:-
(i) We know that B⊂A and A-B=only A=A(∵ B is subset of A)
∴ A∪B=A (∵B⊂A)
(ii) We know that B'=U-B and also B⊂A.
∴ (U-B)∪A=U (∵A∪U=U)
Hope this proof helps you...
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