Numerical Example of Expected Currency Depreciation (δ^E = 2.5%)

An analyst is forecasting the long-term exchange rate between two countries, both of which operate under credible, flexible inflation-targeting frameworks. Country H (Home) has a long-term inflation target of 6%, while Country F (Foreign) has a target of 2%. Based on this, the analyst concludes that the currency of Country H is virtually guaranteed to depreciate against the currency of Country F by exactly 4% every year. Evaluate the analyst's conclusion.

Long-Term Currency Forecasting for Investment

Linking Inflation Targets to Currency Expectations

Suppose a domestic economy has a long-term inflation target of 4% and a foreign economy has a long-term inflation target of 1.5%. Assuming both economies are expected to meet their targets, the long-run expected annual rate of depreciation for the domestic currency against the foreign currency is approximately ____%.

An economist argues that for two economies with credible, long-term inflation targets, the expected rate of currency depreciation can be estimated by the difference in those targets. Arrange the following statements into the correct logical sequence that supports this argument.

In the long run, if Country A has an inflation target of 5% and Country B has an inflation target of 2%, financial markets will always expect Country A's currency to depreciate by approximately 3% annually against Country B's currency, regardless of the perceived credibility of Country A's central bank in meeting its target.

Match each concept with its specific role in the argument that long-run expected currency depreciation is determined by the difference in inflation targets.

Reliability of Inflation Targets in Currency Forecasting

Suppose the central bank of Country H has a long-term inflation target of 7%, while the central bank of Country F has a target of 2%. However, financial market participants widely expect the currency of Country H to depreciate against the currency of Country F by only 3% annually over the long run. Which of the following statements provides the most logical explanation for this discrepancy?

Evaluating a Central Bank's Currency Stance