A and b are two given sets then prove that a intersection (a intersection b)' = a intersection b'
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Aint(AintB)'
=Aint [A'uB']
=(AintA')u (AintB')
=(phi)u(AintB')
=AintB'
int__intrsection
u__union
=Aint [A'uB']
=(AintA')u (AintB')
=(phi)u(AintB')
=AintB'
int__intrsection
u__union
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