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Getz has the option of conducting its own marketing research survey, at a cost of $5,000. The information from this survey could help it decide whether to build a large plant, to build a small plant,...

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Getz has the option of conducting its own marketing research survey, at a cost of $5,000. The information from this survey could help it decide whether to build a large plant, to build a small plant, or not to build at all. Getz recognizes that although such a survey will not provide it with perfect information, it may be extremely helpful. Then, Getz’s first decision point is whether to conduct the $5,000 market survey. If it chooses not to do the study, it can either build a large plant, a small plant, or no plant. If the decision is to build, the market will be either favorable (.50 probability) or unfavorable (also .50 probability). Getz generates a payoff of $200,000 and $100,000 for a large plant and a small plant respectively in a favorable market. In the unfavorable market, Getz’s loss is -$180,000 and -$20,000 for a large plant and a small plant respectively.





If the $5,000 marketing survey is performed, the survey will indicate two results (positive and negative). First, there is a 45% chance that the survey results will indicate a favorable market. 0.78 is the probability of a favorable market for the sheds given a favorable result from the market survey. Of course, you would expect to find a high probability of a favorable market given that the research indicated that the market was good. Don’t forget, though: There is a chance that Getz’s $5,000 market survey did not result in a favorable market. In this case, there remains a 22% chance that the market will be unfavorable.

We also note that the probability is .55 that the survey results will be negative. There is a 27% chance that the market for sheds will be favorable given negative survey results. The probability is much higher, .73, that the market will actually be unfavorable given a negative survey.





(a) There are two tools that people can use for this decision; decision table vs. decision tree. Explain which tool is appropriate and why?

(b) Draw a decision tree (hand drawing can be captured and attached in MS Word document)

(c) Provide EMVs for each option and explain your final decision (use Excel to show your computation).





[Hint1] The market study was conducted. A large plant constructed in a favorable market would normally net a $200,000 profit. This figure is reduced by $5,000. In the unfavorable case, the loss of $180,000 would increase to $185,000. The same reduction is applied to a small plant. Similarly, conducting the survey and building no plant now results in a -$5,000 payoff.





[Hint2] A similar example is provided in Example A7 in Chapter Module A
Answered Same Day Jan 31, 2025

Solution

Shubham answered on Jan 31 2025
3 Votes
(a) Decision Tool Selection: Decision Table vs. Decision Tree
A decision tree is considered as the most appropriate tool for the problem. A decision tree is better suited for problems that includes sequential decisions and probabilities. It visually represents different choices, possible outcomes and the associated payoffs. This can help in making it easier to calculate and compare the expected monetary value for every option. The decision tree will help Getz to analyse if conducting the market survey justifies the $5,000 cost. It can determine best course for action that is based on different market conditions. The decision table is useful for summarizing decisions that are based on fixed set of conditions. This does not effectively model sequential choices, probability distributions and complex decision...
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