Equality of the Variances of Two Normally Distributed Populations, where both Samples are Random and Independent
Hypothesis
H0: σ12 = σ22 , or σ12 ≥ σ22 , or σ12 ≤ σ22
H1: σ12 ≠σ22 , or σ12 < σ22 , or σ12 > σ22
Test statistic χ2= s12/s22
Use F-test
Critical value comes from F table.
{Look up df1=n1 - 1, df2 = n2 -1, p=significance}.,
F-distritubiton - right skewed, truncated at zero on left hand side,2 separate defree of freedom
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