Hypergeometric Distribution Formula

The hypergeometric distribution is a discrete probability distribution which provides the probability of success from a given sample without repetition. Each draw of the sample can either be a success or failure. Find the hypergeometric distribution using the hypergeometric distribution formula provided below. It is found by using the values of population size, sample size, and the number of success in population and number of success in sample size.


Hypergeometric Distribution h(x, N, n, k) = [kCx] [N - kCn - x] / [NCn]


k = Number of Selected Items from the Population Size
x = Random Variable
N = Total Population Size
n = Total Sample Size

Related Calculator:

Experiment the distribution of hypergeometric function using different values of population and sample size. The hypergeometric distribution formula is provided to find the hypergeometric function.

english Calculators and Converters

Ask a Question