Let `A = {a, b, c, d}, B = {b, c, d, e)`. Then `n((AxxB)nn(Bxx A))` is

If A={a, b,c}, B= {c, d} and C= {d, e, f}, find : (A xx B) nn (BxxC) .

If A={a,b,c}, B={b,c,d} and C={a,d,c} , then (A-B)xx (B nn C)=

Let A={a, b, d, e}=B={c, d, f, m}, C={a, l, m, o} . Then C nn(Auu B) will be given by

Let A={a, b, d, e}=B={c, d, f, m}, C={a, l, m, o} . Then C nn(Auu B) will be given by

Let A = {b, d, e, g, h} and B = {a, e, c, h} verify that n(A-B)=n(A)-n(AcapB)

If A = {a, b, c} , B = {b, c, d} , P = {a, c, d) , Q = {b, d, e} , show that (AxxB)cap(PxxQ) =(AcapP)xx(BcapQ)

If A={a, b,c}, B= {c, d} and C= {d, e, f}, find : (A nn B)xxC .