Question 6 The University of Dar es Salaam Silver Sands Hotel has a capacity of 20 rooms. From the historical data, the hotel coordinator estimated that approximately 0.15 of all confirmed reservations will turn out to be "no-shows". As a mitigation strategy to avoid idle rooms, the hotel accepts confirmed reservations for as many as 25 rooms. However, if more confirmed reservations arrive than there are rooms, the overbooked guests will have to be sent to a nearby hotel and given a complimentary dinner.

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Question 6
The University of Dar es Salaam Silver Sands Hotel has a capacity of 20 rooms.
From the historical data, the hotel coordinator estimated that approximately
0.15 of all confirmed reservations will turn out to be "no-shows". As a mitigation
strategy to avoid idle rooms, the hotel accepts confirmed reservations for as many
as 25 rooms. However, if more confirmed reservations arrive than there are
rooms, the overbooked guests will have to be sent to a nearby hotel and given a
complimentary dinner.
Required
If the hotel currently has 25 confirmed reservations, find
a) the probability that no customers will be sent to another hotel
b) the probability that exactly 2 guests will be sent to another hotel
c) the probability that 3 or more guests will be sent to another hotel
Transcribed Image Text:Question 6 The University of Dar es Salaam Silver Sands Hotel has a capacity of 20 rooms. From the historical data, the hotel coordinator estimated that approximately 0.15 of all confirmed reservations will turn out to be "no-shows". As a mitigation strategy to avoid idle rooms, the hotel accepts confirmed reservations for as many as 25 rooms. However, if more confirmed reservations arrive than there are rooms, the overbooked guests will have to be sent to a nearby hotel and given a complimentary dinner. Required If the hotel currently has 25 confirmed reservations, find a) the probability that no customers will be sent to another hotel b) the probability that exactly 2 guests will be sent to another hotel c) the probability that 3 or more guests will be sent to another hotel
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