our company has a customer who is shutting down a production line, and it is your responsibility to dispose of the extrusion machine. In ould keep it in inventory for a possible future product and estimates that the reservation value is $300,000. Your dealings on the secondha ad you to believe that if you commit to a price of $350,000, there is a 0.5 chance you will be able to sell the machine. If you commit to a 400,000, there is a 0.3 chance you will be able to sell the machine. If you commit to a price of $450,000, there is a 0.1 chance you will be ell the machine. These probabilities are summarized in the following table.
our company has a customer who is shutting down a production line, and it is your responsibility to dispose of the extrusion machine. In ould keep it in inventory for a possible future product and estimates that the reservation value is $300,000. Your dealings on the secondha ad you to believe that if you commit to a price of $350,000, there is a 0.5 chance you will be able to sell the machine. If you commit to a 400,000, there is a 0.3 chance you will be able to sell the machine. If you commit to a price of $450,000, there is a 0.1 chance you will be ell the machine. These probabilities are summarized in the following table.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Your company has a customer who is shutting down a production line, and it is your responsibility to dispose of the extrusion machine. The company
could keep it in inventory for a possible future product and estimates that the reservation value is $300,000. Your dealings on the secondhand market
lead you to believe that if you commit to a price of $350,000, there is a 0.5 chance you will be able to sell the machine. If you commit to a price of
$400,000, there is a 0.3 chance you will be able to sell the machine. If you commit to a price of $450,000, there is a 0.1 chance you will be able to
sell the machine. These probabilities are summarized in the following table.
For each posted price, enter the expected value of attempting to sell the machine at that price. (Hint: Be sure to take into account the value of the
machine to your company in the event that you are not be able to sell the machine.)
Posted Price
Expected Value
($)
Probability of Sale
($)
$450,000
0.1
$
$400,000
0.3
$
$350,000
0.5
$
Assume you must commit to one posted price.
In order to maximize the expected profit of the potential sale, which posted price would you commit to in order to maximize the expected value of the
potential sale of the machine?
O $400,000
$450,000
O $350,000
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