Each circle below represents a single server, and the time indicated represents the service time for a single job. Compute the capacity (in jobs per minute) and cycle time (in minutes) for each of the following process flows. Assume no queues form in front of servers, the service time for each job is exactly as indicated (i.e. deterministic), and throughput equals capacity.

a. [1 point] 3 min Capacity=1 job/3 minutes=1/3 job per minute Cycle Time=3 minutes b. [1] 3 min 2 min Capacity=1 job/3 minutes=1/3 job per minute Cycle Time=5 minutes c. [1] 2 min 2 min Capacity=1 job/2 minutes=1/2 job per minute Cycle Time=4 minutes d. [1] 3 min OR 2 min Capacity=1/3 job per minute+1/2 job per minute=5/6 job per minute Cycle Time= 1/3 - 5/6 *3 + 1/2 - 5/6 *2= 12/5 = 6/5 + 6/5=12/5=2.4 minutes? 2.5 minutes? e. [1] 3 min AND 2 min Capacity=1 job/3 minutes=1/3 jobs per minute Cycle Time=3 minutes