Prove that (a-b) intersection (b-a) =null
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(a-b) means that the set that contains elements in 'a' but not in 'b'
(b-a) means that the set that contains elements in 'b' but not in 'a'
so there is no common element in (a-b) and
(b-a)
so their intersection is a null set
(a-b) n (b-a) = null set
i hope it helps u
plz brainliest
(b-a) means that the set that contains elements in 'b' but not in 'a'
so there is no common element in (a-b) and
(b-a)
so their intersection is a null set
(a-b) n (b-a) = null set
i hope it helps u
plz brainliest
tejasri2:
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1
Answer:
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