When the necessary conditions are met,a two-tail test is being conducted at $\alpha$ = .05 to test .The two sample variances are and ,and the sample sizes are n₁ = 25 and n₂ = 25.The calculated value of the test statistic will be F = 2.

Question

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The question does not provide enough information to determine whether the calculated value of the test statistic is significant or not. We would need to know the critical F value for a two-tail test at alpha = 0.05 with degrees of freedom (24,24) to determine if F = 2 falls in the rejection region or not.

When the Necessary Conditions Are Met,a Two-Tail Test Is Being α\alphaα

When the Necessary Conditions Are Met,a Two-Tail Test Is Being $\alpha$