For testing the following hypothesis at 95% confidence, the null hypothesis will be rejected if $\mu$ ₁ - $\mu$ ₂ $\le$ 0
H_$\alpha$: $\mu$ ₁ - $\mu$ ₂ > 0

Question

For testing the following hypothesis at 95% confidence, the null hypothesis will be rejected if $\mu$₁ - $\mu$₂ $\le$ 0 H_$\alpha$:$\mu$₁ - $\mu$₂ > 0 A)p-value $\le$ 0.05 B)p-value > 0.05 C)p-value > 0.95 D)p-value $\ge$ 0.475

Quizplus · Accepted Answer

The null hypothesis is rejected if the p-value is less than or equal to the significance level, which is 0.05 for a 95% confidence level.

For Testing the Following Hypothesis at 95% Confidence, the Null μ\muμ

For Testing the Following Hypothesis at 95% Confidence, the Null $\mu$