If the annual nominal interest rate is 12.75% in Brazil and 5.5% in New Zealand, and savers in both countries have access to a global financial market that provides a 2% real rate of return, what can you infer about the expected inflation in both countries using the Fisher equatio
Question
If the annual nominal interest rate is 12.75% in Brazil and 5.5% in New Zealand, and savers in both countries have access to a global financial market that provides a 2% real rate of return, what can you infer about the expected inflation in both countries using the Fisher equatio
Solution
The Fisher equation is an economic concept that describes the relationship between real and nominal interest rates under the influence of inflation. The equation is usually formulated as follows:
Nominal Interest Rate = Real Interest Rate + Inflation Rate
We can rearrange this equation to find the expected inflation rate:
Inflation Rate = Nominal Interest Rate - Real Interest Rate
Given the nominal interest rates and the real rate of return (which is the real interest rate), we can calculate the expected inflation rate for both countries.
For Brazil:
Inflation Rate = Nominal Interest Rate - Real Interest Rate Inflation Rate = 12.75% - 2% Inflation Rate = 10.75%
For New Zealand:
Inflation Rate = Nominal Interest Rate - Real Interest Rate Inflation Rate = 5.5% - 2% Inflation Rate = 3.5%
So, based on the Fisher equation, the expected inflation rate is 10.75% in Brazil and 3.5% in New Zealand.
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