Difference between revisions of "CumBinomial"
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== CumBinomial(k, n, p) == | == CumBinomial(k, n, p) == | ||
Revision as of 21:02, 23 February 2016
CumBinomial(k, n, p)
Analytically computes the probability that the sample drawn at random from a Binomial(n, p) distribution is less than or equal to «k».
Library
Distribution Densities Library (Distribution Densities.ana)
See Also
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