A study was designed to compare two energy drink commercials, C and D. Each participant was shown the commercials in random order and was asked to select the better one. Commercial C was selected by 92 out of 120 women and 125 out of 130 men. Let women be Population 1, men be Population 2, and X be the number of participants who favored Commercial C. Why should the large-sample confidence interval not be used to compare the two proportions for these data? There are only eight women who did not prefer Commercial C. This does not meet the rule of at least 10 successes and failures in each sample. O There are only five men who prefer Commercial C. This does not meet the rule of at least 10 successes and failures in each sample. There are only five men who did not prefer Commercial C. This does not meet the rule of at least 10 successes and failures in each sample. There are only eight women who prefer Commercial C. This does not meet the rule of at least 10 successes and failures in each sample. Determine the plus four 95% confidence interval for the difference in proportions. (Give your answer as an interval in the form (lower limit, upper limit). Use decimal notation. Give the limits to four decimal places.) 95% confidence interval: (0.1122,0.2774) Incorrect