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Cumulative Distribution Function Calculator
- Binomial Distribution -

   Define the Binomial variable by setting the number of trials (n ≥ 0 - integer -) and the succes probability (0<p<1 -real-) in the fields below. Click Calculate! and find out the value at k ≤ n (integer) of the cumulative distribution function for that Binomial variable.

The Cumulative Distribution Function of a Binomial random variable is defined by:

Cumulative Distribution Function - Binomial

Number of Trials (n ≥ 0 - integer -) :     Succes Probability (0<p<1 -real-) :    

At k ≤ n (integer) =          

How to Input         Interpret the Output

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