`A,B,C` are three finite sets such that `n(A)=17,n (B)=13,n(C)=15,,n(AnnB)=9,n(BnnC)=4,n(CnnA)=5and n(AnnBnnC)=3.` Also `n(U)=50`

A,B,C are three finite sets such that n(A)=17,n(B)=13,n(C)=15,n(A nn B)=9,n(C nn A)=5 and n(A nn B nn C)=3 Also n(U)=50

A,B,C are three finite sets such that n(A)=17,n(B)=13,n(C)=15, n(AcapB)=9 , n(BcapC)=4 , n(CcapA)=5 and n(S)=50, n(AcapBcapC)=3 .find n(AcapB^c capC^c) , n(BcapA^c capC^c) , n(CcapA^c capB^c) , n(AcapBcapC)^c

If A , B and C are three non - empty finite sets such that n (A) =19 , n (B) = 15 , n (C ) =17, n(capB)=11,n(BcapC)=6,n(CcapA)=7andn(AcapBcapC)=5 . Also n (U) =50. (i) n(AcapB^(c)capC^(c)) (ii) n(BcapC^(c)capA^(c)) (iii) n(CcapA^(c)capB^(c)) (iv) n(CcapBcapC^(c)) (v) n(BcapCcapA^(c)) (vi) n(CcapAcapB^(c)) (vii) n(AuuBuuC) (viii) n((AuuBuuC)^(c)) .

Let A ,B ,C are three sets such that n(A)=25 ,n(B)=20 ,n(C)=27 ,n(AnnB)=5,n(BnnC)=7a n d AnnC=varphit h e nn(AuuBuuC)= 60 2. 65 3. 67 4. 72 5. 56

If A and B are two finite sets,then prove that n(A uu B)=n(A)+n(B)-n(AnnB)

For three finite sets,n(A)=34,n(B)=41,n(C)=52,n(A nn B)=15,n(B nn C)=19,n(C nn A)=12. A possible value of n(A uu B uu C) is

If n(AuuBuuC)=100,n(A)=4x,n(B)=6x,n(C)=5x,n(AnnB)=20,n(BnnC)=15,n(AnnC)=25 and n(AnnBnnC)=10 then the value of x is .

If n(AuuBuuC) + n(AuuBuuC)' = 50, n(A)=10, n(B)=15, n(C)=20,n(AnnB)=5,n(BnnC) =6, n(CnnA)=10 and n(AnnBnnC)=5, then n(A uu B nn C)' is equal to

If n(AnnB)=20 , n(AnnBnnC)=5 , then n(Ann(B-C)) is