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Show that if `A subB` , then `C - BsubC - A` .... Show that if `A subB` , then `C - BsubC - A` ....
Show that for any sets A and B, `A = (A nnB) uu(A B )` and `A uu(B A) = (A uuB)`... Show that for any sets A and B, `A = (A nnB) uu(A B )` and `A uu(B A) = (A uuB)`...
For all sets `A, B` and C, if `A sub B`, then `A nn C sub B nn C`. For all sets `A, B` and C, if `A sub B`, then `A nn C sub B nn C`.
Show that for any sets A and B, `A = (A nnB) uu(A B )` and `A uu(B A) = (A uuB)`... Show that for any sets A and B, `A = (A nnB) uu(A B )` and `A uu(B A) = (A uuB)`...
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Let A and B be sets. If `A nnX = B nnX =varphi` and `A uuX = B uuX` for some set X, show that `A... Let A and B be sets. If `A nnX = B nnX =varphi` and `A uuX = B uuX` for some set X, show that `A...
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Assume that `P (A) = P (B)` . Show that `A = B`... Assume that `P (A) = P (B)` . Show that `A = B`...