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Background An engineering company is planning ahead and have decided to undertake one of four strategies dependent on the economic outlook. The data in Table
Background
An engineering company is planning ahead and have decided to undertake one of four strategies dependent on the economic outlook. The data in Table 1 gives the Net Present Values (NPV, million) estimated by the company for the four alternative strategies [P,Q,R,S] in relation to the economic outlooks.
Strategy |
| Economic outlook |
|
Good | Medium | Poor | |
P | 30 | 25 | -15 |
Q | 15 | 15 | 15 |
R | 35 | 30 | -5 |
S | 45 | 10 | -5 |
Table 1: NPVs ( million)
Determine which strategy (and why) the company should select if they use the following criteria
- Maximin
- Laplace
- Maximax
- Hurwicz (with a = 0.6)
- Minimax Regret
- Plot a sensitivity analysis from the Table 1 data, and provide comment.
- Describe what is a in the Hurwicz equation.
- New information suggests the probabilities of Poor, Medium and Good economic outlooks are 0.2, 0.5 and 0.3 respectively. Given this - on the basis of Expected Monetary Value, what strategy (and why) should be considered as the best alternative?
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