A Given the decision tree below, solve the decision-making problem. -1,125 EMV 2 crash EMV 3 normal EMV 3 B No delay (0.4) Minor hurricane 5-day delay (0.5) с Major hurricane 10-day delay (0.1) D -0.0 crash EMV 1 normal crash EMV 2 "rovide your answers below. Find EMV 1, 2, and 3. Show your solutions in the table below. EMV 1 normal E F Save 1 day (0.5) Save 2 days (0.3) Save 3 days (0.2) -2000 Save 2 days (0.7) Save 3 days (0.2) Save 5 days (0.1) -5000 ) Given the calculated EMV 3, what is the best option-crash or normal? Discuss why? -2400 -1800 -1200 -6200 -5400 -4600
A Given the decision tree below, solve the decision-making problem. -1,125 EMV 2 crash EMV 3 normal EMV 3 B No delay (0.4) Minor hurricane 5-day delay (0.5) с Major hurricane 10-day delay (0.1) D -0.0 crash EMV 1 normal crash EMV 2 "rovide your answers below. Find EMV 1, 2, and 3. Show your solutions in the table below. EMV 1 normal E F Save 1 day (0.5) Save 2 days (0.3) Save 3 days (0.2) -2000 Save 2 days (0.7) Save 3 days (0.2) Save 5 days (0.1) -5000 ) Given the calculated EMV 3, what is the best option-crash or normal? Discuss why? -2400 -1800 -1200 -6200 -5400 -4600
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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Question
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![1. Given the decision tree below, solve the decision-making problem.
A
EMV 2
crash
EMV 3
normal
EMV 3 B
-1,125
No delay (0.4)
Minor hurricane
5-day delay (0.5)
C
Major hurricane
10-day delay
(0.1)
D
-0.0
crash
EMV 1
normal
crash
EMV 2
Provide your answers below.
a) Find EMV 1, 2, and 3. Show your solutions in the table below.
EMV 1
normal
E
F
Save 1 day
(0.5)
Save 2 days
(0.3)
Save 3 days
(0.2)
-2000
Save 2 days
(0.7)
Save 3 days
(0.2)
Save 5 days
(0.1)
-5000
b) Given the calculated EMV 3, what is the best option-crash or normal? Discuss why?
-2400
-1800
-1200
-6200
-5400
-4600](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F330ab39c-2abb-4003-aa4b-f6bfe63e4eeb%2Ffb3f0191-0f6b-403b-82d8-14d93b635ee1%2Fc3p5bah_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Given the decision tree below, solve the decision-making problem.
A
EMV 2
crash
EMV 3
normal
EMV 3 B
-1,125
No delay (0.4)
Minor hurricane
5-day delay (0.5)
C
Major hurricane
10-day delay
(0.1)
D
-0.0
crash
EMV 1
normal
crash
EMV 2
Provide your answers below.
a) Find EMV 1, 2, and 3. Show your solutions in the table below.
EMV 1
normal
E
F
Save 1 day
(0.5)
Save 2 days
(0.3)
Save 3 days
(0.2)
-2000
Save 2 days
(0.7)
Save 3 days
(0.2)
Save 5 days
(0.1)
-5000
b) Given the calculated EMV 3, what is the best option-crash or normal? Discuss why?
-2400
-1800
-1200
-6200
-5400
-4600
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