Question 25 & 26 asks:

Question 25 Question 25. Suppose that a researcher conducts the two tailed hypothesis test: HO: y;y = 0 HA: p; # 0. Based on a random sample of data from the population, after constructing a 95% confidence interval for the unknown population mean g, the analyst rejects the null hypothesis in favor of the alternative. However, suppose that the null hypothesis was, in fact, true in the population. In this case, the researcher made a Type Il Error. @ False @ True @ Not enough information to tell Question 26. Suppose that the continuous random variable R is normally distributed with a mean of 7 and a variance of w wherer and w are both real numbers strictly greater than zero. Now, consider the new random variable G = %',';P. Compute the expected value of G. 0 @ There is not enough information to answer this question .. 148 196 PR