Foreign Capital Budgeting The South Korean multinational manufacturing firm, Nam
ID: 2766320 • Letter: F
Question
Foreign Capital Budgeting
The South Korean multinational manufacturing firm, Nam Sung Industries, is debating whether to invest in a 2-year project in the United States. The project's expected dollar cash flows consist of an initial investment of $1 million with cash inflows of $700,000 in Year 1 and $600,000 in Year 2. The risk-adjusted cost of capital for this project is 10%. The current exchange rate is 1,060 won per U.S. dollar. Risk-free interest rates in the United States and S. Korea are:
If this project were instead undertaken by a similar U.S.-based company with the same risk-adjusted cost of capital, what would be the net present value generated by this project? Round your answer to the nearest cent.
$
What would be the rate of return generated by this project? Round your answer to two decimal places.
%
What is the expected forward exchange rate 1 year from now? Round your answer to two decimal places.
won per U.S. $
What is the expected forward exchange rate 2 years from now? Round your answer to two decimal places.
won per U.S. $
If Nam Sung undertakes the project, what is the net present value and rate of return of the project for Solitaire? Round your answers to two decimal places.
1-Year 2-Year United States 3% 7.25% S. Korea 2% 6.25%Explanation / Answer
f = s ×
f = s ×
A Year Cash Flow PV factor@10% PV of cash Inflows 0 1000000 1 -1000000 1 700000 0.909 636363.64 2 600000 0.826 495867.77 NPV 132231.40 B Rate of Return CAGR = (EV/BV)1/n - 1 where: EV = The investment's ending value BV = The investment's beginning value n = Years 0.3 Cf = s ×
1 + id n 1 + if Where, f, s and n stand for the same as stated above; Id domestic interest rate; and If is foreign interest rate. 1113 Df = s ×
1 + id n 1 + if Where, f, s and n stand for the same as stated above; Id domestic interest rate; and If is foreign interest rate. 2226 E Year Cash Flow PV factor@10% PV of cash Inflows 0 1060000000 1 -1060000000 1 779100000 0.909 708272727.27 2 1335600000 0.826 1103801652.89 NPV 752074380.17 Rate of Return CAGR = (EV/BV)1/n - 1 where: EV = The investment's ending value BV = The investment's beginning value n = Years 0.63