The exponential cumulative distribution function with parameter μ, or mean μ,is defined by the integral
The inverse exponential distribution function
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= | .58 ln![]() |
|
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= | 1 - e![]() |
The following plots show distribution functions
ExponentialDist
x;μ
and density functions
ExponentialDen(x;μ), for the parameters
μ = 1, 3, 5 and
-2≤x≤4.