Customers arrive at the ticket counter of a local movie theater at a rate of 240 persons per hour, at 5.30 PM. After 10 minutes, the arrival rate declines to 60 persons per hour and continues at that level for 20 minutes. If the service rate is 2.5 persons/minute. (3)a.Describe the performance of the system, assuming that all the factors remain the same. (Longest queue, longest delay, total delay, average delay/person, etc.)b.Draw a neat sketch of the system. (Apply the D/D/1 model)
Customers arrive at the ticket counter of a local movie theater at a rate of 240 persons per hour, at 5.30 PM. After 10 minutes, the arrival rate declines to 60 persons per hour and continues at that level for 20 minutes. If the service rate is 2.5 persons/minute. (3)a.Describe the performance of the system, assuming that all the factors remain the same. (Longest queue, longest delay, total delay, average delay/person, etc.)b.Draw a neat sketch of the system. (Apply the D/D/1 model)
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 6EQ: Redo Exercise 5, assuming that the house blend contains 300 grams of Colombian beans, 50 grams of...
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Customers arrive at the ticket counter of a local movie theater at a rate of 240 persons per hour, at 5.30 PM. After 10 minutes, the arrival rate declines to 60 persons per hour and continues at that level for 20 minutes. If the service rate is 2.5 persons/minute. (3)a.Describe the performance of the system, assuming that all the factors remain the same. (Longest queue, longest delay, total delay, average delay/person, etc.)b.Draw a neat sketch of the system. (Apply the D/D/1 model)
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