An Introduction to Inference for the Ratio of Two Variances @jbstatistics
An Introduction to Inference for the Ratio of Two Variances  @jbstatistics
Uploaded June 2014 | Updated September 2026, 3 hours ago
An introduction to confidence intervals and hypothesis tests for the ratio of two population variances (using F procedures based on the assumption of normally distributed populations). I introduce the methods, and take a quick look at an example and discuss the results.

I don't work through any calculations in this video, but I have another video in which I work through a complete example.

The summary statistics and distribution of the 2D:4D ratios were estimated from Figures 1, 2, and 3 in:

Ozener et al. (2014). Inbreeding Is Associated with Lower 2D:4D Digit Ratio. American Journal of Human Biology. 26:183-188.
An Introduction to Inference for the Ratio of Two VariancesOne-Way ANOVA:  LSD confidence intervalst Tests for One Mean: An ExampleConfidence Intervals for One Mean:  Determining the Required Sample Size.The Sampling Distribution of the Ratio of Sample VariancesContinuous Probability Distributions: The Normal Distribution (STAT  I – Full Lecture)An Introduction to Inference for One Variance (Assuming a Normally Distributed Population)Z Tests for One Mean:  The p-valueConfidence Intervals for One Mean:  Investigating the Normality AssumptionUsing the F Table to Find Areas and PercentilesConfidence Intervals for a Proportion:  Determining the Minimum Sample SizeInference on the Slope (An Example)
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An Introduction to Inference for the Ratio of Two Variances

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