`1/6`
`1/3`
`1/2`
`2/3`
`1/24`
`1/4`
`3/4`
`23/24`
`2/5 , 3/5`
`2/5, 1`
`1, 2/5`
Information is insufficient
`1/5`
`1/4`
`1/3`
`1/2`
`1/13`
`2/13`
`3/13`
`1/52`
1 only
2 only
Both 1 and 2
Neither 1 nor 2
`1/6`
`1/4`
`3/4`
`5/6`
`1/6`
`1/4`
`1/3`
`5/12`
`1/2`
`3/8`
`1/4`
`1/8`
`1 - (1/4)^7`
`(1/4)^7`
`(3/4)^7`
`1 - (3/4)^7`
`0.98`
`0.91`
`0.70`
`0.49`
`m(1+n) = 1`
`n(1+m) = 1`
`m = 1`
`m n = 1`
`209/343`
`134/343`
`149/343`
`60/343`
` (17)/(18)`
` (53)/(54)`
` (103)/(108)`
` (215)/(216)`
`1//4`
`5//6`
`5//12`
`7//12`
`1/8`
`1/4`
`1/2`
`3/4`
`1/1024`
`243/1024`
`1023/1024`
`781/1024`
`1 /(52)`
`1 /(13)`
`1 /4`
`1 /8`
`3/7`
`3/4`
`1/3`
`4/7`
`(13)/(18)`
`(5)/(6)`
`(11)/(12)`
`(35)/(36)`
`5`
`6`
`7`
None of these
`1/2`
`2/5`
`2/7`
`2/3`
`1/7`
`2/7`
`3/7`
None of these
`2/3`
`1/3`
`1/4`
`2/5`
`2/3`
`7/(48)`
`5/(42)`
` 5/(108)`
`0.28`
`0.32`
`0.38`
None of these
`99`
`102`
`103`
`104`
` 3/(16)`
` 5/(16)`
`1/2`
` 3/(32)`
`1/2`
`1/3`
`1/6`
`2/3`
`1/2`
`3/(10)`
`2/5`
`3/5`
`1/(64)`
` 3/(16)`
`1/2`
`(13)/(16)`
`P(A cap bar(B)) = 0`
`P(A | B)= (P(A))/(P(B))`
`P(B | A)= (P(B))/(P(A))`
`P(A | (A cap bar(B)) = (P(A))/(P(B))`
`4/5`
`1/5`
`2/5`
`3/5`
`1/2`
`1/4`
`1/8`
`1/(16)`
`5/(24)`
`(13)/(24)`
`1/4`
`2/3`
`1/(12)`
`(11)/(12)`
`1/2`
`3/4`
`1/(52)`
`3/(52)`
`(15)/(52)`
`(19)/(52)`
`1/3`
`2/3`
`1/8`
`2/9`
`1/2 `
` 1/3`
`2/5`
`1/5`
` 5/(27)`
` 7/(18)`
`1/3`
None of these
`1/(26)`
`1/(221)`
`1/(223)`
`1/(13)`
`2/5`
`1/5`
`1/10`
None of these
`(P(A) - P(B))/(1- P(B))`
`(P(A) - P(AB))/(1- P(B))`
`(P(A) + P(B'))/(1- P(B))`
None of these
mutually exclusive events but not elementary events
exhaustive events but not mutually exclusive events
mutually exclusive and exhaustive events
elementary and mutually exclusive events
`P(A cap B) <= P(A) <= P(A cup B) <= P(A) + P(B)`
`P(A cup B) <= P(A) <= P(A cap B) <= P(A) + P(B)`
`P(A cap B) <= P(B) <= P(A cap B) <= P(A) + P(B)`
`P(A cap B) <= P(B) <= P(A) + P( B) < = P(A cup B)`
`4//5`
`1//5`
`1//10`
`9//10`
`1//2`
`6//7`
`4//7`
`3//7`
`0.15`
`0.14`
`0.12`
`0.11`
`7//8`
`15//16`
`13//16`
`3//4`
`1/2`
`1/3`
`1/4`
`1/6`
`0.2`
`0.5`
`0.6`
`0.7`
`1/2`
`1/32`
`31/32`
`1/16`
P(E) = 0
P(E) = 1
P(E) is either 0 or 1
P(E) = 1/2
`2/5`
`2/7`
`1/7`
`5/7`
`1/3`
`2/3`
`1/9`
`2/9`
`1/3`
`1/2`
`1/4`
`3/8`
An event !laving no sample point is called an elementary event
An event having one sample point is called an elementary event
An event having two sample points is called an elementary event
An event having many sample points is called an elementary event
`10`
`7`
`5`
`4`
`1/2`
`1/3`
`1/4`
`2/3`
`1/2`
`1/3`
`1/4`
`3/4`
`1/2`
`1/4`
`2/3`
`1/6`
`1/2`
`1/4`
`2/3`
`1/6`
`1/6`
`1/18`
`1/24`
`1/36`
`1/7`
`2/7`
`7/366`
`26/183`
`0`
`1/2`
`1`
`1/1296`
`1/5`
`2/5`
`3/5`
`4/5`
`1/6`
`5/6`
`1/2`
`1/3`
`3/4`
`1/2`
`1/4`
`1/3`
`4/5`
`1/5`
`1/10`
`9/10`
`13/25`
`3/25`
`17/25`
`8/25`
`1/4`
`1/36`
`1/6`
`1/8`
`5/54`
`12/25`
`1/20`
`5/9`
`0.08`
`0.02`
`0.8`
`0.2`
`1/64`
`63/64`
`1/12`
`11/12`
`0`
`P(A) + P(B)`
`P(A)P(B)`
`P(A) + P(B / A)`
`11/12`
`23/24`
`1/24`
None of these
`2/7`
`3/7`
`4/7`
`5/7`
`3/8`
`7/8`
`1/2`
`1/8`
`2/9`
`7/9`
`5/12`
`7/12`
`2`
`3`
`4`
`6`
Only I
Only II
Both I and II
Neither I nor II
`1/2`
`23/26`
`12/13`
`25/26`
`0`
`0.1`
`0.5`
`1`
`1`
`3/4`
`1/2`
`1/4`
`1/6`
`4/9`
`1/2`
`1/3`
Prior probability
Likelihood probability
Posterior probability
Conditional probability
`1/4`
`1/8`
`3/4`
`1/2`
`3/4`
`1/4`
`1/3`
`2/3`
`1/12`
`1/4`
`1/3`
`1/6`
`(2/3)^6`
`2^5/3^6`
`(1/3)^6`
`2^8/3^6`
`2/13`
`1/13`
`1/26`
`1/52`
Assertion : (A) The probability of drawing either an ace or a king from a deck of card in a single draw is `2/13`
Reason : (R) For two events `E_1` and `E_2` which are not mutually exclusive, the probability is given by `P(E_1+E_2) = P(E_1)+P(E_2)-P(E_1 nn E_2)`
`0.72 le p le 0.8`
`0.7 le p le 0.8`
`0.72 < p < 0.8`
`0.7 < p < 0.8`
`1/30`
`1/3`
`11/30`
`1/15`
`1/49`
`1/365`
`1/7`
`2/7`
`2/7`
`1/5`
`1/6`
`7/24`
`P(A) = 1/2`
`P(A) = 0`
`P(A) = 1`
`P(A)` remains constant in all the trials
`15/16`
`3/8`
`1/16`
`7/8`
`1/3`
`3/4`
`1/5`
`3/5`
`1/6`
`1/3`
`2/3`
`1/2`