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Questions 1:
An investor examines the following rate quotes for the Brazilian real (BRL) and the Australian dollar (AUD) and shorts BRL500,000.
● Spot rate BRL/AUD: 2.1128
● BRL 1-year interest rate: 4.1%
● Forward rate BRL/AUD: 2.1388
● AUD 1-year interest rate: 3.1%
The risk-free arbitrage profit that is available is closest to:
A 、–BRL6,327.
B、 BRL1,344.
C、 BRL6,405
Questions 2:
Consider two countries, A and B. Country A, a closed country with a relative abundance of labor, holds a comparative advantage in the production of textiles. Country B has a relative abundance of capital. When the textile trade is opened between the two countries, Country A will most likely experience a favorable impact on:
A、 labor.
B、 both capital and labor.
C、 capital.
B is correct. The equation below is often called the “covered interest arbitrage relationship” because if it is not satisfied, a risk-free arbitrage opportunity exists. It is based on the required equivalence of the two possible investment paths: if the two paths do not produce the same terminal result, an arbitrage profit exists.



A is incorrect. The right side of the equation uses inverted exchange rates in Steps One and Three and 4.1% in Step Two. Step One: BRL500,000 × (2.1128AUD/BRL) = AUD1,056,400 Step Two: AUD1,056,400 × (1.041) = AUD1,099,712 Step Three: AUD1,099,712 × (1/2.1388) = BRL514,173 Arbitrage profit = BRL514,173 (right side above) – BRL520,500 (left side above) = –6,327
C is incorrect. The right side of the equation uses 4.1% and thus 1.041 incorrectly in Step Two. Step One: BRL500,000 × (1/2.1128AUD/BRL) = AUD236,653 Step Two: AUD236,653 × (1.041) = AUD246,355 Step Three: AUD246,355 × 2.1388 = BRL526,905 Arbitrage profit = BRL526,905 (right side above) – BRL520,500 (left side above) = 6,405
A is correct. As a country opens up to trade, the benefit accrues to the abundant factor, which is labor in Country A.
B is incorrect. The favorable impact goes to the factor in relative abundance, which includes labor and excludes capital in Country A.
C is incorrect. Country B has an abundance of capital, therefore the favorable benefit to capital lies in Country B, not in Country A
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