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StatsInvTriangularCDF

StatsInvTriangularCDF (cdf, a, b, c)​

The StatsInvTriangularCDF function returns the inverse of the triangular cumulative distribution function

x={a+cdf(b−a)(c−a)0≤cdf≤c−ab−ab−(1−cdf)(b−a)(b−c)c−ab−a≤cdf≤1x=\left\{\begin{array}{ll} a+\sqrt{c d f(b-a)(c-a)} & 0 \leq c d f \leq \displaystyle \frac{c-a}{b-a} \\ \\ b-\sqrt{(1-c d f)(b-a)(b-c)} & \displaystyle \frac{c-a}{b-a} \leq c d f \leq 1 \end{array}\right.

where a < c < b.

See Also​

Statistical Analysis, StatsTriangularPDF, StatsTriangularCDF