variance of Poisson distribution

In a Poisson distribution it is impossible to find

In a binomial distribution n=8 and p =0.4 then its mean is

Probability for odd number when a fair dice is rolled

limit of exponential distribution

In binomial distribution n=5 and p=0.5 then P(X=0)=

limit of binomial distribution

probability of an event cannot be

Parameters of hyper-geometric distribution are

In binomial distribution "p" is

limit of normal distribution

Probability of red ace card out of 52 usual playing cards

In a binomial distribution, n=10 and p=0.5 then mean is

identify the probability distribution if random variable is life of a computer

identify the probability distribution if random variable is number of error per page in a book

identify the probability distribution if random variable is number of customer entering in a shop during a specific time period

Parameters of binomial distribution are

identify the probability distribution if random variable is size of a file in a PC

mean of normal distribution

identify the probability distribution if parameter is μ

Parameter of exponential distribution

limit of Poisson distribution

identify the probability distribution if random variable is weight of an individual in a population

when n is large and p is small we use

variance of binomial distribution

Hyper-geometric distribution has ---- parameters

mean of exponential distribution is

In binomial distribution "n" is

Probability of black picture card out of 52 usual playing cards

Probability of picture card out of 52 usual playing cards

Harmonic mean between two numbers "a" and "b" is

when two coins are rolled n(S)=

identify the probability distribution if parameters are μ and σ

identify the probability distribution if parameters are n and p

In binomial distribution n=10, p=0.4 then its variance is

Hyper-geometric distribution is

In binomial distribution "q" is