Binomial cumulative distribution function (CDF).
Parameters |
Description |
x |
Function domain, integer, valid on closed interval [0,n]. |
N |
Defines number of trials. n must be a positive integer. |
p |
Defines success probability. p must lie on the [0,1] closed interval. |
the binomial cumulative distribution function (CDF).
The binomial cumulative distribution function is defined by the following equation:
where q=1-p and I is the discrete interval [0,1,...n] on which the binomial CDF is not zero. The result of BinomCDF is the probability of observing up to x successes in n independent trials and where the probability of success in any given trial is p.
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