Home
Class 11
MATHS
If A nnn B' = phi then prove that A = A...

If ` A nnn B' = phi` then prove that `A = AnnnB` and hence show that `AsubeB`.

Promotional Banner

Similar Questions

Explore conceptually related problems

If AcapB'=phi , then show that A=AcapB and hence show that AsubeB .

If AcapB^1=phi ,then show that A=AcapB and hence show that AsubeB .

If A nn C=phi, then prove that (A xx B)nn(C xx B)=phi

If AsubeB and BsubeC then show that AsubeC .

If B subeA , then prove that, B-A = phi .

If A nn B^(c)= phi , show that A sub B .

If AleB show that A-B=phi

If A and B are two sets prove that Ann(B-A)=phi

If A and B are two sets prove that Ann(B-A)=phi

If B subseteqA then prove that B-A=phi