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Unformatted text preview: a. Find L q . (1 point) b. What is the maximum number of people in the system? (1 point) c. Find P , P 1 , P 2 . (3 points) d. Find L. (1 point) e. Find W. (1 point) 3. Consider an (M/G/1/∞/∞/FCFS) queuing system with average arrival rate of 2 per minute and average service duration of 1 minute (variance = 1 minute 2 ). Find the probability that the system is idle. (1 point) 4. Consider an (M/G/1/∞/∞/FCFS) queuing system with average arrival rate of 2 per minute and average service duration of 1/3 minutes (variance = 1 minute 2 ). Find the average number of people in the system. (1 point) BONUS : Name one important news item for February (local or international). (1 point)...
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 Spring '11
 a
 Operations Research

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