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Assume the following information: U.S. investors have \( \$ 1,000,000 \) to invest 1-year deposit on U.S. dollar \( =12 \% \) 1 -year deposit on Singapore dollars \( =10 \% \) 1-year forward rate of S

User LateNate
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Final answer:

The question deals with international finance and exchange rate fluctuations due to shifts in the demand and supply of currencies in foreign exchange markets, illustrated by the impacts of U.S. government borrowing from European investors, and personal financial decisions related to bond investment strategies.

Step-by-step explanation:

The subject of this question revolves around the field of international finance and involves understanding how exchange rates fluctuate due to changes in the demand and supply of currencies in the foreign exchange market. When the U.S. government increases borrowing and European investors supply the capital, they will need to convert their euros into U.S. dollars to purchase the U.S. bonds.

This increased demand for U.S. dollars moves the demand curve from Do to D1, while at the same time, these same investors will likely hold onto their U.S. dollars rather than converting them back into euros, which shifts the supply curve from So to S1. The new equilibrium, marked as E1, leads to an appreciated dollar, in this case, to 1.05 euros per dollar. The principle can also be applied on a personal finance scale, where an investor will not pay more than $964 for a $1,000 bond when they expect a 12% return in alternative investments. Similarly, expectations about future exchange rate shifts will influence an investor's decision on purchasing foreign bonds, such as U.K.-issued bonds about the value of the British pound and its expected rate against the U.S. dollar.

User MoonLite
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