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For all sets a,B and C show that `(A-B)nn(C-b)=A-(BuuC)`
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For all sets a,B and C show that `(A-B)nn(C-b)=A-(BuuC)`
For all sets A, B and C, show that (A-B)n(A-C)=A-(BUC)
For all sets A and B, `(A - B) uu (A nn B) = A`.
For all sets A and B, prove that (A-B) ∪(A∩B)=A.
For all sets A, B and `C, A - (B - C) = (A - B) - C`.
Prove that for all sets A and B, ¯A∪B= ¯A∩¯B
For all sets A, B, and C, prove that A∪B∩C=A∪B∩A∪C
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For all sets `A, B` and C, if `A sub B`, then `A nn C sub B nn C`.
For all sets A and B, A and B, `A uu (B - A) = A uu B`.
For any two sets \( A \) and \( B \), prove that \( A-(A \cap B)=A-B \)
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for any two sets A and B prove that A-(A-B)= A intersection B
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For all sets A and B, `A - (A nn B)` is equal to `\'���\'`
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. Match the following sets for all sets A, B and C ....
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For all sets \( A \) and \( B, A-(A \cap B) \) is equal to
for any two sets a and b (a minus b )union (B minus A) is equal to
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