Problem 3 Consider the following mooncake production line: The raw process time for a box of mooncake = 30 minutes (i.e. takes 30 minutes for a "raw" box of mooncake to pass through an empty production line to become a "finished" box of mooncake. The bottleneck rate of the production line = 2000 boxes of mooncakes per 16 hours The line produces 1700 boxes of mooncake per 16 hours. The average cycle time of the line = 3.5 hours Question a: What is the Work-in-Process (WIP) level of this production line? Question b: If we were to use the type of production line as described in Problem 4 of Lecture 2 (i.e. a balanced, single-machine per workstation line with exponential probability distribution of processing time) and we were to keep the same level of WIP as obtained in (a), what would have been the corresponding cycle time CT and throughout TH? How does it compare with answer to (a)