A, B, C are non empty sets then the value of
(AnB) n (BOC) n(Cn A) is
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A, B, C are non empty sets then the value of
(AnB) n (BOC) n(Cn A) is
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Answer:
Let A,B,C be any sets.
If we take intersection of sets, it should be distributive over union of sets.
Let's take union of B and C i.e. B∪C and then intersect with A.
∴ Finally we get A∩(B∪C), which is same as union of intersection of A,B and A,C.
i.e. A∩(B∪C)=(A∩B)∪(A∩C)
Step-by-step explanation:
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