Question

In: Accounting

New Hampshire Corp. has decided to issue​ three-year bonds in​ Russia, denominated in​ 5,000,000 Russian rubles...

New Hampshire Corp. has decided to issue​ three-year bonds in​ Russia, denominated in​ 5,000,000 Russian rubles at par. The bonds have an annual coupon rate of​ 17%. New Hampshire Corp does not expect to have ruble cash flows to repay the​ bonds, so they must convert U.S. dollars to rubles to make interest and principal payments on the bonds. The current spot rate is Rub​ 33.3333/$. Assume relative PPP holds between Russia and the U.S. If inflation in Russia is​ 5% and is​ 1% in the​ U.S., and is expected to remain constant over the​ three-year life of the​ bonds, what is the annual U.S. dollar financing cost of these​ bonds? ​ (HINT: Draw a timeline with the annual Rub cash​ flows, the annual exchange rates and the annual USD cash flows on​ it.)

A.

​10.66%

B.

​12.54%

C.

​14.87%

D.

​19.29%

Solutions

Expert Solution

Year Debt Interest Total Rubles Opening Spot rate Applicable Forex rate Amount in USD- Ruble cashflow / Forex rate
0       (5,000,000)       (5,000,000) 33.3333           33.3333 $   (150,000.15)
1       850,000            850,000 33.3333*1.05/1.01           34.6534 $      24,528.60
2       850,000            850,000 33.3333*1.05^2/1.01^2           36.0258 $      23,594.17
3         5,000,000       850,000         5,850,000 33.3333*1.05^3/1.01^3           37.4526 $    156,197.39
Calculation of IRR 12% 13%
Year Board game PV factor, 1/(1+r)^t PV factor, 1/(1+r)^t PV@12% PV@13%
0 $      (150,000)         1.0000              1.0000 $            (150,000.15) $ (150,000.15)
1 $          24,529         0.8929              0.8850 $               21,900.53 $    21,706.72
2 $          23,594         0.7972              0.7831 $               18,809.13 $    18,477.70
3 $        156,197         0.7118              0.6931 $             111,178.22 $ 108,252.63
NPV $                 1,887.73 $     (1,563.10)
IRR =Lower rate + Difference in rates*(NPV at lower rate)/(Lower rate NPV-Higher rate NPV)
IRR '=12%+ (13%-12%)*(1887.73/(1887.73+1563.1)
IRR 12.54%

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