The firm, U.S. Globalco, is evaluating whether or not to open a manufacturing subsidiary within the EU. The new facilities will cost €100 million and is expected to have a useful life of 10 years with a salvage value of €10 million. Other assumptions regarding growth in sales, expenses, etc. are also provided. As can be seen in the calculations, the NPV for this project is in fact positive and should be undertaken.
Based on the calculations, please answer the following questions:
What is the revised NPV for this project if U.S. Globalco's required rate of return, the discount rate, is 20% instead of 15%? Why is NPV impacted this way? Why might a company such as Globalco decide a higher required rate of return is warranted?
What is the revised NPV for this project (using the higher discount rate) if the Euro to dollar exchange rate becomes US$0.90/€1? Why is NPV impacted in this manner? What steps might U.S. Globalco take to mitigate the impacts of these changes to its original projections?
What is the impact on NPV (using the depreciated value of the euro and the higher discount rate) if the host country for this project lowers its tax rate to 25% and lowers the withholding tax to 8%? Why might the host country government make such changes? What might it be hoping to accomplish?
What conclusions do you reach regarding the inter-play of variables in evaluating FDI and in assessing MPV?
This material may consist of step-by-step explanations on how to solve a problem or examples of proper writing, including the use of citations, references, bibliographies, and formatting. This material is made available for the sole purpose of studying and learning - misuse is strictly forbidden.a. What is the revised NPV for this project if U.S. Globalco's required rate of return, the discount rate, is 20% instead of 15%? Why is NPV impacted this way? Why might a company such as Globalco decide a higher required rate of return is warranted?
If everything is the same, the NPV of the project would decrease to $41,288.21 from the earlier value of NPV of $79,242.79. This represents a decline of 47.90% over the initial estimate of NPV. The NPV decreases since a higher discount rate would reduce the present value of the future cash inflows of the project. A higher return rate may be needed if the company perceives that the project is riskier. A higher discount rate also implies that the cost of funds invested in the project is higher due to the higher perceived risk of the project....