Assume that you are testing the difference in the means of two independent populations at the 0.05 level of significance.The null hypothesis is: H₀ : μ_A - μ_β≥ 0 and you have found the test statistic is What should you conclude? A)The mean of pop.A is greater than the mean of pop.B because p-value α. C)There is no significant difference in the two means because p-value α. D)The mean of pop.B is greater than the mean of pop.A because p-value

Question

Assume that you are testing the difference in the means of two independent populations at the 0.05 level of significance.The null hypothesis is: H₀ : μ_A - μ_β≥ 0 and you have found the test statistic is What should you conclude? A)The mean of pop.A is greater than the mean of pop.B because p-value < α. B)The mean of pop.A is greater than the mean of pop.B because p-value > α. C)There is no significant difference in the two means because p-value > α. D)The mean of pop.B is greater than the mean of pop.A because p-value < α.

Quizplus · Accepted Answer

The Answer of Assume that you are testing the difference in the means of two independent populations at the 0.05 level of significance.The null hypothesis is: H₀ : μ_A - μ_β≥ 0 and you have found the test statistic is What should you conclude? A)The mean of pop.A is greater than the mean of pop.B because p-value < α. B)The mean of pop.A is greater than the mean of pop.B because p-value > α. C)There is no significant difference in the two means because p-value > α. D)The mean of pop.B is greater than the mean of pop.A because p-value < α.

Assume That You Are Testing the Difference in the Means