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The ACME Umbrella Company is deciding between two different umbrella factories. Both factories will cost $500,000 to get started. However, the cash flows for each
- The ACME Umbrella Company is deciding between two different umbrella factories. Both factories will cost $500,000 to get started. However, the cash flows for each factory will depend on whether the next five years are rainier than average or sunnier than average. Factory A will have cash flows of $130,000 per year for the next five years if the weather is sunnier than average. But if it is rainier than average the cash flows will be $150,000 per year for the next five years. Factory B will have cash flows of $100,000 per year for the next five years if it is sunnier than average, but if it is rainier than average it will have cash flows of $200,000 per year. ACME has a cost of capital of 9%. Based on the info how do I calculate the following:
Calculate the NPV for both factories and for both scenarios (rainy versus sunny). What is the range of NPV for each factory based on scenario analysis?
Based on the answer to above, do ACME should use the same discount rate of 9% for each factory? Or should they use a risk-adjusted discount rate (RADR)? If so, which factory should have a higher RADR? Explain the answer please to fully understand why. Thank you
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