Let `Aa n dB` be two events such that `P(A)=3//5a n dP(B)=2//3.` Then Statement 1: `4/(15)lt=P(AnnB)lt=3/5dot` Statement 2: `2//5lt=P(A/B)lt=9//10.`

Let Aa n dB be two event such that P(AuuB)geq3//4 and 1//8lt=P(AnnB)lt=3//8. Statement 1: P(A)+P(B)geq7//8. Statement 2: P(A)+P(B)lt=11//8.

If Aa n dB are two events such P(A)=3//4 and P(B)=5//8 , then a. P(AuuB)geq3//4 b. P(A 'nnB)lt=1//4 c. 3//8P(AnnB)lt=5//8 d. 3/8lt=P(AnnB)lt=5//8

Let A and B be two independent events such that P(A)= (1)/(7) , P(B) = (1)/(5) Find i. P(AnnB) ii. P(AuuB)

If Aa n dB are two independent events such that P(A)=1//2a n dP(B)=1//5, then a. P(AuuB)=3//5 b. P(A//B)=1//4 c. P(A//AuuB)=5//6 d. P(AnnB// barA uu barB )=0

If A and B are two events such that P(A) = 3/4 and P(B) = 5/8 , and P(A uu B) =3/4 then P(A∣B).P(A′∣B) is equal to

If two events A and B such that P(A')=0.3 , P(B)=0.5 and P(AnnB)=0.3 , then P(B//AuuB') is

If P(AuuB)=3//4a n dP( barA )=2//3 , then find the value of P( barA nnB)dot

If Aa n dB are events such that P(AuuB)=3//4.P(AnnB)=1//4,a n dP(A^c)=2//3 , then find (i) P(A) (ii) P(B) (iii) P(AnnB^c) (iv) P(A^cnnB)

Let Aa n dB be two events such that P(AnnB^(prime))=0. 20 ,P(A^(prime)nnB)=0. 15 ,P(A^(prime)nnB^(prime))=0. 1 ,t h e nP(A//B) is equal to 11//14 b. 2//11 c. 2//7 d. 1//7

A and B are events of an experiment such that 0 lt P(A) , P(B) lt 1 . If P(B') gt P(A') , then