Overview

Returns the inverse of the F cumulative distribution.
Applying the Formula
All statistical formulas are calculated using the Statistics class, and the following table describes how to use its InverseFDistribution method.
| Value/Description | Example | |
|---|---|---|
| Formula Name: | F Distribution | Statistics.InverseFDistribution (.05, 15, 30) | 
| Parameters: | 
 | Statistics.InverseFDistribution(.05, 15, 30) | 
| Return: | A double that represents the F value for the distribution. | - | 
Statistical Interpretation
Suppose  and
 and  are the observed variances for two samples, of sizes n and m, drawn from normal populations with variances
 are the observed variances for two samples, of sizes n and m, drawn from normal populations with variances  and
 and  , respectively. We can test the null hypothesis that
 , respectively. We can test the null hypothesis that  by calculating the distribution of the variance ratio.
  by calculating the distribution of the variance ratio.


Figure 1: F Distribution.
Example
The following sample calculates the F value for the given F distribution probability.
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