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A television network earns $2.5 million dollars each season for a hit program and loses $0.5 million each season for a flop. In general, 19%
A television network earns $2.5 million dollars each season for a hit program and loses $0.5 million each season for a flop. | ||||||||||
In general, 19% of the programs are considered hits Pr(Hit) and 81% of the programs are flops Pr(Flop). | ||||||||||
At a cost of $400,000 a research firm will analyze the pilot episode and issue a report predicting whether the program is going to be a hit or a flop. | ||||||||||
From the past data, if the program is going to be a hit, there is a 90% chance that the research firm predicted it is going to be a hit Pr("Hit"|Hit)=0.90. | ||||||||||
On the other hand, there is a 20% chance the research firm predicted that the program is going to be a hit, but ended as a flop. | ||||||||||
Formulate this problem and use the decision tree to model this problem and calculate the Expected Monetary Value. | ||||||||||
Calculate EVPI. Use both decision tree and Influence diagram. | ||||||||||
Is the information from the research firm is worth spending $400,000. Calculate EVII. |
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