Question: Use graphical sensitivity analysis to determine the range of values of the probability of state of nature s 1 over which each of the decision
Use graphical sensitivity analysis to determine the range of values of the probability of state of nature s1 over which each of the decision alternatives has its largest expected value.
| Demand | ||
| Alternative | Strong(S1) | Weak(S2) |
| Version1(d1) | 40 | -15 |
| Version2(d2) | 30 | 40 |
| Version3(d3) | 10 | 50 |
What is the probability range for decision d1?
| A. | Probability range for decision d1 is 0.85 <= P<= 1 | |
| B. | Probability range for decision d1 is 0.33 <= P<= 0.85 | |
| C. | Probability range for decision d1 is 0 <= P<= 0.65 | |
| D. | Probability range for decision d1 is 0 <= P<= 0.33 |
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