`A uu(B nn C)` is equal to :
a) `(A uu B)nn(A uu C)`
b) `(A nn B)uu(A nn C)`
C) `A uu(B uu C)`
d) none of these

(A uu B) nn (A uu B ^ (c)) = A

A uu B = (AB) uu (BA) uu (A nn B)

A-B is equal to a.(A uu B)-(A nn B), b.A nn B^(C), c.A nn B,d.B-A

If A, B and C be sets. Then, show that A nn (B uu C) = (A nn B) uu (A nn C) .

A = (A nn B) uu (AB) and A uu (BA) = (A uu B)

Find the region (A nn B')'uu(B nn C)

The set (A uu B uu C)nn(A nn B'uu C')'nn C' is equal to

If A and B and C are three non-empty sets, then which of the following is/are not true ? (A) n(A xx B) = n(B xx C) hArr n(A) = n(C) (B) A - (B nn C) = (A - B) nn (A - C) (C ) A uu (B nn C) = (A uu B) nn (A uu C) (D) (A nn B) - C = (A-C) nn (B - C)

For all sets A and B, (A - B) uu (A nn B) = A .

Let A,B and C be the sets such that A uu B=A uu C and A nn B=A nn C .Show that B=C