CDF

CDF[dist, x] gives the cumulative distribution function at x.

The cumulative distribution function (cdf) at x is given by the integral of the probability density function (pdf) up to x. The pdf can therefore be obtained by differentiating the cdf (perhaps in a generalized sense). The distributions are represented in symbolic form, that is, PDF[dist, x] evaluates the density at x if x is a numerical value, and otherwise leaves the function in symbolic form. Similarly, CDF[dist, x] gives the cumulative distribution.

See also: Arg, Im, Mod, Re.

Examples

Using InstantCalculators

Here is the InstantCalculator for the CDF function. Enter the parameters for your calculation and click Calculate to see the result.

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Entering Commands Directly

You can paste a template for this command via the Text Input button on the CDF Function Controller.

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