| Case 1 | Case 2 | |
| DC (vs. LC) | +10% | -10%(*) |
| LC (vs. DC) | -10% | +10% |
| Local stock in LC (exporter) | +6% | -6% |
| γLC | -0.60 | -0.60 |
| Local stock in DC | -4% | +4%(**) |
Sensitivity of the stock returns in DC terms to changes in the value of the LC:
γ=γLC+1=-0.60+1=0.40
(**) For Case 2,
Total Return of local stock (DC) = +10% - 6% = 4% (10%*0.40)
DC: Domestic Currency
LC: (Foreign country's) Local Currency
(*) An investor in DC gains +10% in DC from FX due to appreciation of LC (depreciation of DC).
(Sample question 2)
Sensitivity of the Canadian company A to changes in the GBP/CAD exchange rate = 1.4
= γ(GBP) = γ = γ(CAD) + 1
γ(CAD) = 0.4
This means that the CAD value of the Canadian company A changed by 40% of the amount of the currency change. Hence, if the CAD suddenly depreaciates by 10%, the CAD value of the company falls by 4%.
Canadian stock's total return (GBP)
= -14% = -10% - 4% = Currency return (CAD → GBP) + Local stock return
γ: sensitivity measure
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