500
A theme park has a log ride that can hold 12 people. For safety reasons, there is a weight limit of 1500 lbs per log. If the average adult weighs 150 lbs, the average child weighs 100 lbs, and the log itself weighs 200 lbs, then the ride can safely operate if the inequality
150A + 100C + 200 < 1500 is satisfied (A = number of adults and C = number of children).
There are several groups of children of differing numbers waiting to ride. Group one has 4 children, group two has 3 children, group three has 9 children, group four has 6 children, and group five has 5 children. If 4 adults are already seated in the log, which groups of children can safely ride with them?
What is every group, except group 3 (9 children).