A significance test was conducted using the hypotheses H_0: \mu_N-\mu_H=0, H_a: \mu_N-\mu_H < 0H 0 :μ N −μ H =0,H a :
μ N −μ H <0 where \mu_Nμ N is the true mean number of fouls called during games played at neutral sites and \mu_Hμ H is the true mean number of fouls called during games played at the home team’s stadium with a resulting P-value of 0.24. Which of the following is an accurate interpretation of this P-value?
(D) If the null hypothesis is true, there is a 24% probability of getting a sample difference in means as far or farther below 0 as the difference found in the samples.Explanation:
