Negative Binomial Distribution Calculator
Use this online negative binomial distribution calculator to estimate the probability of failures before a specified number of successes in repeated independent trials. It generates a detailed step-by-step workout for P(x) calculations.
Pascal or Polya Distribution and Formula
Negative Binomial Distribution also known as Pascal or Polya distribution, is a mathematical function or method used in the context of probability and statistics, represents the probability of total number of r failures in n number of finite and independent trials. In contrast to the binomial probability, here the failure probability for each trial is taken in to account to find the probability for r number of failures in the series of n events. It applies to statistical experiments such as tossing a coin or throwing a dice having equal probabilty for both success and failure for each independent trials. The total number of combinations is the integral part of negative binomial distribution to find the probability of r number of failures occur in n independent trials.

Example Problems with Solutions
The below are some of example problems with solutions generated by this calculator to help students solve similar negative Binomial probability worksheet problems effectively by just changing the input values.

