These functions give you access to the uniform distribution. For more information about Fathom's distribution functions, click here.
uniformDensity(x, min, max) uniformCumulative(x, min, max) uniformQuantile(x, min, max) min = the minimum value |
The density, cumulative, and quantile functions for the uniform distribution. Only the x (the independent variable) is required. The distribution is uniform between min and max defaults: min = 0, max = min + 1. |
You may also draw random values from this distribution:
randomUniform(min, max) |
A random value drawn from that distribution. This is the same as random( ), and is included for symmetry. |
This graph shows the correspondence between the density function and the cumulative probability.
See also statistical functions (for mean( ) and its cousins).