Question: Problem 1 Consider again the 2-station production line making sashimi we just discussed: Recall that both machines have an average processing time of 10 minutes,

Problem 1 Consider again the 2-station production

Problem 1 Consider again the 2-station production line making sashimi we just discussed: Recall that both machines have an average processing time of 10 minutes, and the processing time is exponentially distributed. Also recall that there is a buffer for 5 jobs between Stations 1 and 2. Question a: What are the throughput and the cycle time for this production line? Question b: What would be the corresponding throughput and cycle time if we increase the buffer size to 7 jobs? Question c: If we slow down Station 2 so that it takes an average of 12 minutes to process a job, what would be the corresponding throughput and cycle time for the production line? Question d: Instead of slowing down Station 2, suppose we slow down Station 1 so that it takes an average of 12 minutes to process a job. What would be the corresponding throughput and cycle time for the production line? Problem 1 Consider again the 2-station production line making sashimi we just discussed: Recall that both machines have an average processing time of 10 minutes, and the processing time is exponentially distributed. Also recall that there is a buffer for 5 jobs between Stations 1 and 2. Question a: What are the throughput and the cycle time for this production line? Question b: What would be the corresponding throughput and cycle time if we increase the buffer size to 7 jobs? Question c: If we slow down Station 2 so that it takes an average of 12 minutes to process a job, what would be the corresponding throughput and cycle time for the production line? Question d: Instead of slowing down Station 2, suppose we slow down Station 1 so that it takes an average of 12 minutes to process a job. What would be the corresponding throughput and cycle time for the production line

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