Consider 5 independent Bernoulli.s trial...

Consider 5 independent Bernoulli.s trials each with probability of success p. If the probability of at least one failure is greater than or equal to `(31)/(32)` , then p lies in the interval : (1) `(1/2,3/4]` (2) `(3/4,(11)/(12)]` (3) `[0,1/2]` (4) `((11)/(12),1]`

Similar Questions

Explore conceptually related problems

Consider 5 independent Bernouli's trials each with probability of success p. If the probability of at the one failure is greater than or equal to 31//32 , then p lies in the interval:

Consider 5 independent Bernoulli's trials each with probability of at least one failure is greater than or equal to 31/32, then p lies in the interval

Consider 5 independent Bernoulli's trials , each with probability of success p . If the probability of at least one failure is greater p , If the probability of at least one failure is greater than or equal to 31/32 , then p lies in the interval :

In a binomial distribution B(n , p=1/4) , if the probability of at least one success is greater than or equal to 9/(10) , then n is greater than

In a binomial distribution B( n , p =1/4) , if the probability of at least one success is greater than or equal to 9/10 , then n is greater than :

Consider 5 independent Bernoulli.s trials each with probability of success p. If the probability of at least one failure is greater than or equal to `(31)/(32)` , then p lies in the interval : (1) `(1/2,3/4]` (2) `(3/4,(11)/(12)]` (3) `[0,1/2]` (4) `((11)/(12),1]`

Similar Questions

Recommended Questions