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Gamma Mean

Gamma Mean - Perform scientific calculations with precision and accuracy.

Gamma Distribution Mean

For Gamma(k, θ) (shape k, scale θ), the mean is k θ and variance is k θ².

Formulas

  • E[X] = k θ
  • Var[X] = k θ²

Example

k=3, θ=2 → mean = 6, variance = 12.

FAQs

Rate form?
Using rate λ, mean = k/λ.

Applications?
Waiting times and reliability models.

How to use the Gamma Mean

Follow these steps to get accurate results with the gamma mean.

  1. 1

    Enter your values

    Fill in the required input fields above. Units can be changed where available.

  2. 2

    Click Calculate

    Press the calculate button to compute results instantly in your browser.

  3. 3

    Review your results

    View the computed outputs and use related calculators for deeper analysis.

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