Let `A={xinN|1ltxlt4}, B={xinW|0lexlt2} and C={xin N| xlt3}`. Then verify the `Atimes(BcapC)=(AtimesB)cap(AtimesC)`.

Let A={xinW|xlt2}, B={xinN|1ltxlt4} and C={3, 5} . Verify that Atimes(BcapC)=(AtimesB)cap(AtimesC)

Let A={xinW|xlt2}, B={xinN|1ltxlt4} and C={3, 5} . Verify that Atimes(BcupC)=(AtimesB)cup(BtimesC)

Let A={xinW|xlt2}, B={xinN|1ltxlt4} and C={3, 5} . Verify that (AcupB)timesC=(AtimesC)cup(BtimesC)

If A={x:x inZZ,-2ltxle4},B={x:x inW,xle5} , C = {-4, -1, 0, 2, 3, 4}, then verify Acup(BcapC)=(AcupB)cap(AcupC) .

Let A = {x in w / 3 lt x lt 7 }, B = {x in N/0 lt x lt 3 }, C = {x in w/x lt 2} verify A xx (B cap C ) = (A xx B) cap (A xx C)

If A = {1, 3, 5, 7, 9}, B = {x : x is a composite number and xlt12 } and C = {x:x inNand6ltxlt10} then verify Acup(BcapC)=(AcupB)cap(AcupC) .

Given A={1, 2, 3}, B={2, 3, 5}, C={3, 4} and D={1, 3, 5} , check (AcapC)times(BcapD)=(AtimesB)cap(CtimesD) is true?

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 )

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= The set of all natural numbers less than 8, B=The set of all prime numbers less than 8, C= The set of even prime number. Verify that Atimes(B-C)=(AtimesB)-(AtimeC)