In this question, use the approximate formula-as given by the Fisher equation-for calculating the the real rate of interest. Assume a fixed real interest rate and everyone believes the Central Bank's forecasts. Believing that inflation will be 1% for the year, the current yield on a government bond that matures in one year is 2.9%. The Central Bank then revises its inflation forecast to 1.6% for the year. What will be the yield on government bonds maturing in one year after this revision? Round to one decimal place and do not enter the % sign. If your answer is 1.333%, enter 1.3. If your answer is 1.666%, enter 1.7. If appropriate, remember to enter the negative sign.
In this question, use the approximate formula-as given by the Fisher equation-for calculating the the real rate of interest. Assume a fixed real interest rate and everyone believes the Central Bank's forecasts. Believing that inflation will be 1% for the year, the current yield on a government bond that matures in one year is 2.9%. The Central Bank then revises its inflation forecast to 1.6% for the year. What will be the yield on government bonds maturing in one year after this revision? Round to one decimal place and do not enter the % sign. If your answer is 1.333%, enter 1.3. If your answer is 1.666%, enter 1.7. If appropriate, remember to enter the negative sign.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:In this question, use the approximate formula-as given by the Fisher equation-for calculating the the real rate
of interest.
Assume a fixed real interest rate and everyone believes the Central Bank's forecasts. Believing that inflation
will be 1% for the year, the current yield on a government bond that matures in one year is 2.9%. The Central
Bank then revises its inflation forecast to 1.6% for the year. What will be the yield on government bonds
maturing in one year after this revision?
Round to one decimal place and do not enter the % sign. If your answer is 1.333%, enter 1.3. If your answer is
1.666%, enter 1.7. If appropriate, remember to enter the negative sign.
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