Difference between revisions of "CumBernoulliInv"

Revision as of 23:53, 7 December 2018

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 [[category:Analytic Distribution Functions]]
 [[category:Distribution Densities library functions]]
+[[category:Inverse cumulative probability functions]]
-''new to [[Analytica 5.0]]''
+#REDIRECT[[Bernoulli distribution#CumBernoulliInv]]
-== CumBernoulliInv(u, p) ==
-The inverse cumulative distribution function for the [[Bernoulli]] distribution.  Returns the smallest [[Bernoulli]](p) outcome, ''x'', such that the probability of a random variate being less than or equal to ''x'' is at least «u».
-Both «u» and «p» should be between 0 and 1.
-== Library ==
-[[Distribution Densities Library]]
-To use this function, you need to add the [[Distribution Densities Library]] to your model.
-== Examples ==
-:<code>CumBernoulliInv(0.5, 0.8) &rarr; 1</code>
-There is a 0,2 probability of an outcome of 0, which is not "at least" u = 0.5. The probability that the outcome is less than or equal to 1 is 1.0, and 0.0 is at least u = 0.5, so the result here is the outcome 1.
-== See Also ==
-* [[Bernoulli]]
-* [[Prob_Bernoulli]]
-* [[CumBernoulli]]