This problem is the same as Problem 2A except that there are 16 machines of type M2. Re-work the problem assuming that machines of type M2 can process only C2 items and nothing else, and try to answer questions 3 through 9. Obviously, your answers to questions 3, 4, and 5 will be the same as before, but for questions 6 through 9, they will be different.

(6b) The maximum number of C2 items that can be produced on the 16 machines of type M2 per month is: (A) 28,600 (B) 35,200 (C) 37,600 (D) 38,800 (E) none of the above

(7b) All the C2 items needed per month can be produced on the available machines of type M2.

(A) True (B) False (C) not enough information

(8b) The number of hours (rounded-up) needed on machines of type M1 to produce the remaining number of C2 items, if any, and all of C1 and C3 items is: (A) 7092 (B) 8086 (C) 8615 (D) 8999 (E) none of the above

(9b) The number of machines of type M1 needed to produce the remaining number of C2 items, if any, and all of C1 and C3 items is:

(A) 42 (B) 44 (C) 49 (D) 52 (E) none of the above