Let A={1,2}, B={1,2,3,4}, C={5,6} and D={5,6,7,8}. Verify that (i) `A xx (B cap C)=(A xx B) cap (A xx C), (ii) A xx C` is a subset of `B xx D`

Let A = {1,2} ,B = {1,2 ,3,4 } ,c={5,6} and d={5,6,7,8 } verify that A xx ( B nn C ) = (A xx B ) nn (A xx C )

Let A = {1,2} ,B = {1,2 ,3 } ,c={5,6} and d={5,6,7 } verify that A xx C is a subset of B xx D

Given A = {2,3,5}, B = {1,2,3} C = {2,5}, D = {2,3,5} check if (A cap C ) xx (B cap D) = (A xx B)cap (C xx D)

If A = {5,6} , B = {4,5,6}, C = {5,6,7}, Show that A xx A = (B xx B)cap(C xx C)

A={1, 2} and B={1, 2, 3, 4}, C={5, 6} and D={5, 6, 7, 8} . Verify whether AtimesC is a subset of BtimesD ?

If A = (5,6),B = (4,5,6), C = (5,6,7), show that A xx A = (B xx B) cap (C xx C )

Let A ={X in W |x lt 2 } , B ={x in N | 1 lt x le 4 }m and C = {3,5} . verify that A xx (B nnC)=( A xx B) nn (A xx C)

Let A ={X in W |x lt 2 } , B ={x in N | 1 lt x le 4 }m and C = {3,5} . verify that A xx (B uu C) =(A xx B ) uu (A xxC )

If U={1,2,3,4,5,6,7,8,9}, A={2,4,6,8} and B={2,3,5,7}. Verify that i. (A cup B)'=A' cap B' ii. (A cap B)'=A' cup B'

By taking suitable sets A,B,C, verify the following result : (i) A xx(B cap C)= (A xx B) cap (A xx C). (ii) A xx(B cup C)=(Axx B) cup (AxxC). (iii) (AxxB) nn (BxxA) = (AnnB) xx (BnnA). (iv) C-(B-A)= (CnnA) uu (CnnB'). (v) (B-A) nn C=(B nn C)-A=Bnn(C-A). (vi) (B-A)uu C=(BuuC)-(A-C).