Two independent samples are drawn from two populations, and the following information is provided. We want to test the following hypotheses. H₀: $\mu$_{1 -}F1$\mu$₂ $\ge$ 0 H_a: $\mu$_{1 -}$\mu$₂

Question

Two independent samples are drawn from two populations, and the following information is provided. We want to test the following hypotheses. H₀: $\mu$_{1 -}F1$\mu$₂ $\ge$ 0 H_a: $\mu$_{1 -}$\mu$₂ < 0 a.Determine the degrees of freedom. b.Compute the test statistic. c.At 95% confidence, test the hypotheses. Assume the two populations are normally distributed and have equal variances.

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The Answer of Two independent samples are drawn from two populations, and the following information is provided. We want to test the following hypotheses. H₀: $\mu$_{1 -}F1$\mu$₂ $\ge$ 0 H_a: $\mu$_{1 -}$\mu$₂ < 0 a.Determine the degrees of freedom. b.Compute the test statistic. c.At 95% confidence, test the hypotheses. Assume the two populations are normally distributed and have equal variances.

Two Independent Samples Are Drawn from Two Populations, and the Following