Handy-Maid Cleaning Service operates five crews with three workers per crew. Different crews clean a different number of homes per week and spend a differing amount of hours. All the homes cleaned are about the same size. The manager of Handy-Maid is trying to evaluate the productivity of each of the crews. The following data have been collected over the past week. Work Crew Hours Homes Cleaned Anna, Sue, and Tim 36 11 Jim, Jose, and Andy 46 15 Dan, Wendy, and Garry 57 19 Rosie, Chandra, and Seth 31 10 Sherry, Vicky, and Roge 43 18 Assuming the quality of cleaning was consistent between crews, which crew was most productive? (Round answer to 3 decimal places, e.g. 15.250.) Productivity of group 1 (Anna, Sue, and Tim) homes per hour Productivity of group 2 (Jim, Jose, and Andy) homes per hour Productivity of group 3 (Dan, Wendy, and Garry) homes per hour Productivity of group 4 (Rosie, Chandra, and Seth) homes per hour Productivity of group 5 (Sherry, Vicky, and Roger) homes per hour The group is the most productive