`1/2`
`1/4`
`1/3`
`1/6`
`1//4`
`1/(36)`
`1//6`
`1//8`
`P(A cup B) ge 3/4`
`P(A' cap B) le 1/4`
`3/8 le P(A cap B) le 5/8`
All of the above
`1//2`
`1//6`
`1//3`
`5//9`
`0.07`
`0.08`
`0.09`
`0.12`
`2//7`
`3//7`
`4//7`
`5//7`
`4/(15)`
`8/(45)`
`1/3`
`2/9`
`1/5`
`2/5`
`3/5`
`4/5`
` 5/(12)`
`7/(18)`
`(13)/(36)`
`(11)/(36)`
`2/3`
`1/4`
`1/8`
`1/2`
`7//13`
`11//15`
`12//13`
`15//14`
` 9 /(10)`
` 8 /(10)`
` 7 /(10)`
` 3 /5`
`1/(12) xx 4/(51)`
`1/(52) xx 1/(51)`
`1/(13) xx 1/(13)`
`1/(13) xx 1/(17)`
`169//425`
`261//425`
`104//425`
`425//169`
`1//24`
`1`
`23//24`
`9//2`
`2/3`
`3/5`
`1/2`
`2/5`
` (1/(36))^n`
` 1 - ((35)/(36))^n`
` (1/(12))^n`
None of these
`1//5`
`7//13`
`5//13`
`7//10`
`13/32`
`1/4`
`1/32`
`3/16`
`3/5`
`2/5`
`1/5`
`2/7`
`5//21`
`16//21`
`15//84`
`69//84`
Assertion : If A and B be mutually exclusive events in a sample space such that `P(A) = 0.3` and `P(B) = 0.6`, then `P(bar A cap bar B) = 0.28`
Reason : If A and B are mutually exclusive events, then `P (A cap B) = 0`
`1 - P(A//B)`
`1- P(bar A // B)`
`(1 - P(A cup B))/(P ( bar B))`
`(P ( bar A))/(P ( bar B))`
`3/(28)`
`2/(28)`
`7/(28)`
`5/(28)`
`1/6`
`3/8`
`5/8`
`5/6`
`1/(10)`
`1/9`
`1/5`
`1/2`
`[ .30, .80 ]`
`[.35, .75]`
`[.4,.70]`
`[ .45, .65]`
I and II
I and III
II and III
I, II and III
`(11)/( 12)`
`7/( 12)`
`5/( 12)`
`1/2`
`2/5`
`2/3`
`3/5`
`7/9`
`5/12`
`3/8`
`5/8`
`1/4`
`3/7`
`4/7`
`2/7`
None of theses
`p = q = 1`
`p = q = 1/2`
` p = 0, q = 1`
infinitely many values of the pairs `(p, q)`
Only I
Only II
Both I and II
Neither I nor II
`1/64`
`1/32`
`1/16`
`1/8`
`2/3`
`7/12`
`5/6`
`3/4`
`4/13`
`15/52`
`18/52`
None of these
`59/91`
`44/91`
`51/91`
`32/91`
`5/12`
`3/8`
`5/8`
`1/4`
`3/32`
`3/16`
`29/32`
None of these
`P(A cap B^c)= P(B) -P(A)`
`P(A cap B^c)= P(A)- P(B)`
`P(B) le P(A)`
`P(A) ge P(B)`
Both I and II
Both I and III
Both II and III
I, II and III
`5/6`
`1/2`
`2/3`
None of the above
(This question may have multiple correct answers)
(This question may have multiple correct answers)
`1/4`
`1/8`
`3/4`
`1/2`
`0.08`
`0.02`
`0.8`
`0.2`
`4//5`
`1//5`
`7//20`
`3//20`
`3/7`
`1/2`
`1/(11)`
`1/6`
`35/324`
`5/216`
`11/216`
`11/432`
`5`
`3`
`4`
`6`
`3/5`
`2/5`
`1/5`
`2/7`
`1/3`
`6/(19)`
`(20)/(57)`
`2/5`
`(3p)/(4p+3)`
`(5p)/(3p+2)`
`(5p)/(4p+1)`
`(4p)/(3p+1)`
`(12)/3^8`
`(70)/3^8`
`(1120)/3^8`
`(70)/3^(12)`
`9/41`
`25/128`
`1/5`
`27/128`