An airport hotel has 100 rooms. On any given night, it takes up to 105 reservations, because
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An airport hotel has 100 rooms. On any given night, it takes up to 105 reservations, because of the possibility of no-shows. Past records indicate that the number of daily reservations is uniformly distributed over the integer range [96, 105], That is, each integer number in this range has an equal probability, .1, of showing up. The no-shows are represented by the distribution in Table 17. Develop a simulation model to find the following measures of performance of this booking system: the expected number of rooms used per night and the percentage of nights when more than 100 rooms are claimed.
TABLE 17
Number of No-Shows | Probability |
0 | .10 |
1 | .20 |
2 | .25 |
3 | .30 |
4 | .10 |
5 | .05 |
Related Book For
Introduction to Operations Research
ISBN: 978-1259162985
10th edition
Authors: Frederick S. Hillier, Gerald J. Lieberman
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