What is the value of the computed F-statistic for testing equality of population variances where s₁² = .004,s₂² = .002? Consider H_A: $\sigma$₁² $\sigma$₂². A)1 B)0.001 C)0.05 D)2

Name: What is the value of the computed F-statistic for testing equality of population variances where s 1 2 = .004,s 2 2 = .002? Consider H A : $\sigma$ 1 2 > $\sigma$ 2 2 . A)1 B)0.001 C)0.05 D)2
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Question

What is the value of the computed F-statistic for testing equality of population variances where s₁² = .004,s₂² = .002? Consider H_A: $\sigma$₁²> $\sigma$₂². A)1 B)0.001 C)0.05 D)2

Quizplus · Accepted Answer

The F-statistic is calculated as the ratio of the two sample variances, s1^2/s2^2. Here, it is 0.004/0.002 = 2.

What Is the Value of the Computed F-Statistic for Testing σ\sigmaσ

What Is the Value of the Computed F-Statistic for Testing $\sigma$