mean would fall within this interval. 4. If you repeatedly took random samples of 1467 people, this interval would contain 90% of your sample means in the long run. 5. If you repeatedly took random samples of 1467 people and constructed tintervals in this same manner, 90% of the intervals in the long run would include the population mean number of close friends. 6. This interval captures the number of close friends for 90% of the people in the population. e. For one of the incorrect interpretations in part d, explain why it is incorrect. f. Describe how the interval would change if all else remained the same except 1. The sample size were