Negative Binomial (Pascal) Distribution Calculator

 
N (Number of Events)
R (Number of Succes)
P (Probability for Success)
Negative Binomial Distribution  =  0.1298
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Negative Binomial Distribution Calculator is an online statistics tool for data analysis programmed to find out the discrete probability distribution of number of failures that occurs at the beginning of the sequence until the given number of successes to be achieved.

Definition

The Negative Binomial is a discrete probability function also known as the Pascal or Polya distribution, used for analysis of count data and offers probability for integer values from 0 to infinity. Negative Binomial is similar to Bernoulli trials. The difference is that the Bernoulli trials represents the number of successes, while the Negative Binomial represents the number of failures that occurs at the beginning of the sequence until the given number of successes to be achieved. It differs from the Poisson distribution which allows for the conditional variations to exceed the conditional mean. The negative binomial distribution is the end result of a process which begins with a Poisson distribution with mean.

The collection of tools employs the study of methods and procedures used for gathering, organizing, and analyzing data to understand theory of Probability and Statistics. The set of ideas which is intended to offer the way for making scientific implication from such resulting summarized data. In many applications it is necessary to calculate the Negative Binomial Distribution. With this online Negative Binomial Distribution calculator you can effortlessly make your calculation for a respective input data.