A production line at ABC Inc.'s machine shop has five stations. The first station's machine can process a unit (component A) in 8 minutes. The second station's machine continues to process of component A. The second station takes 12 minutes. The third station's machine operates simultaneously but independent from the first and second station. The third station's machine can process a unit (component B) in 14 minutes. Next, the second station and the third station flow (component A \& B) to station four. Station four's machine then incorporates the two components in the manufacturing process. Station four takes 16 minutes. Next station four flows to Station five. Station five has 3 identical areas for shipping (each competed final product only needs to be sent to one of the three areas (they are in parallel). Station 5 (shipping) takes 36 minutes. a. What station is the bottleneck time and station? b. What is the throughput? c. If ABC s operates 2-8 hou c. If ABC s operates 28 hours shifts per day and 6 days a week, what is the weekly capacity? one of the shipping areas. What impact would it have on ; THROUGHPUT d. What if ABC decided reduce one of the shipping areas. What impact would it have on BOTTLENECK ; THROUGHPUT and days in letter c.) d. What if ABC decided reduce one of the shipping areas. What impact would it have on BOTTLENECK ; THROUGHPUT ; CAPACITY (same hours and days in letter c.) d. What if ABC decided reduce one of the shipping areas. What impact would it have on BOTTLENECK [ Select] v; THROUGHPUT [Select ] [ Select ] [Select ] 320 units 3.33 units 300 units 330 units no change, the capacity is the same as calculated with having 3 shipping areas