Question
Concerned about recent weather-related disasters, fires, and other calamities at universities around the country, university administrators at DIU Dresden have initiated several planning projects to
Concerned about recent weather-related disasters, fires, and other calamities at universities around the country, university administrators at DIU Dresden have initiated several planning projects to determine how effectively local emergency facilities can handle such situations. One of these projects has focused on the transport of disaster victims from campus to the five major hospitals in the area: Hospital Friedrichstadt, Hospital Neustadt, Hospital St. Joseph, Hospital Carl Carus, and Hospital Diakonissen. The project team would like to determine how many victims each hospital might expect in a disaster and how long it would take to transport victims to the hospitals. However, one of the problems the project team faces is the lack of data on disasters, since they occur so infrequently. The project team has looked at disasters at other schools and has estimated that the minimum number of victims that would qualify an event as a disaster for the purpose of initiating a disaster plan is 10. The team has further estimated that the largest number of victims in any disaster would be 200, and based on limited data from other schools, they believe the most likely number of disaster victims is approximately 50. Because of the lack of data, it is assumed
that these parameters best define a triangular distribution. The emergency facilities and ca- pabilities at the five area hospitals vary. It has been estimated that in the event of a disaster
situation, the victims should be dispersed to the hospitals on a percentage basis based on the
hospitals' relative emergency capabilities, as follows: 25% should be sent to Hospital Frie- drichstadt (FR), 30% to Hospital Neustadt (NR), 15% to Hospital St. Joseph (SF), 10% to Hospital
Carl Carus (CC), and 20% to Hospital Diakonissen (UMC). The proximity of the hospitals to DIU
Dresden also varies. It is estimated that transport times to each of the hospitals is exponen- tially distributed with an average time of the minutes given in the table below. Use the time
in the row of your DIU ID. (It is assumed that each hospital has two emergency vehicles, so
that one leaves DIU Dresden when the other leaves the hospital, and consequently, one ar- rives at DIU Dresden when the other arrives at the hospital. Thus, the total transport time will
be the sum of transporting each victim to a specific hospital.)
Step by Step Solution
There are 3 Steps involved in it
Step: 1
Get Instant Access to Expert-Tailored Solutions
See step-by-step solutions with expert insights and AI powered tools for academic success
Step: 2
Step: 3
Ace Your Homework with AI
Get the answers you need in no time with our AI-driven, step-by-step assistance
Get Started