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12.2: Test of Two Variances
https://stats.libretexts.org/Courses/Fresno_City_College/Introduction_to_Business_Statistics_-_OER_-_Spring_2023/12%3A_F_Distribution_and_One-Way_ANOVA/12.02%3A_Test_of_Two_Variances
The degrees of freedom in the numerator is $n_1-1$ , where $n_1$ is the sample size for group 1, and the degrees of freedom in the denominator is $n_2-1$ , where $n_2$ is the sample size for gro...The degrees of freedom in the numerator is $n_1-1$ , where $n_1$ is the sample size for group 1, and the degrees of freedom in the denominator is $n_2-1$ , where $n_2$ is the sample size for group 2. $F_{\alpha,df1,df2}$ will give the critical value on the upper end of the $F$ distribution.
12.2: Test of Two Variances
https://stats.libretexts.org/Courses/Fresno_City_College/Book%3A_Business_Statistics_Customized_(OpenStax)/12%3A_F_Distribution_and_One-Way_ANOVA/12.02%3A_Test_of_Two_Variances
The degrees of freedom in the numerator is $n_1-1$ , where $n_1$ is the sample size for group 1, and the degrees of freedom in the denominator is $n_2-1$ , where $n_2$ is the sample size for gro...The degrees of freedom in the numerator is $n_1-1$ , where $n_1$ is the sample size for group 1, and the degrees of freedom in the denominator is $n_2-1$ , where $n_2$ is the sample size for group 2. $F_{\alpha,df1,df2}$ will give the critical value on the upper end of the $F$ distribution.

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