Refer to Exercise 19.4. Use the Tukey-Kramer W procedure to identify which pairs of methods of delivery have significantly different mean percentages.
In Exercise 19.4
The business office of a large university is in the process of selecting amongst the Postal Service and three private couriers as its sole delivery method for the university€™s responses to applications for admission. After consulting with the university€™s statistics department, it was decided that over the next month the following study would be conducted. Ten cities with at least 100 applicants would be selected for inclusion in the study. To each of these cities 100 standard packages would be sent by each of the four methods of delivery. The percentage of packages not delivered within 5 days was recorded for each method of delivery, yielding the following data. For four of the cities, at least one of the methods of delivery did not provide service, and, hence, there are missing data in these cells.

City Method MiI M2 M3 M4 90.2 829 894 98.0 95 972 834 88.6 87.1 995 92.0 914 99.2 915 97.6 88.7 92.7 97.6 91.6 99.7992 99.3 98.1 98. 954 93.7 98.3 95.5 999 938 98.9 994 98.694. 93.1 99.3