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“According to the expectations theory of the term structure, it is better to invest in one-year bonds, reinvested over two years, than to invest in a two-year bond if interest rates on one-year bonds are expected to be the same in both years.” Is this statement true, false, or uncertain?

Short Answer

Expert verified

Based on this definition, it is possible to conclude that the given statement is false.

Step by step solution

01

Definition

The expectation theory can be defined as the interest rate o a long-term bond will be equal to an average of the short-term interest rates that are expected to occur over life.

02

Explanation

The given statement is said to be false because the two-year term bond would have the same interest rate as the average of the one-year bonds. Since the interest rates on one-year bonds are expected to be the same in both years, for example, 5%, then the two-year bond would have an interest rate of 5%. This would make both of the investment choices equally as appealing. Therefore, it is not better to invest in one over the other based on the expectation theory of the term structure.

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Most popular questions from this chapter

Go to the St. Louis Federal Reserve FRED database, and find daily yield data on the following U.S. treasuries securities: one-month (DGS1MO), three-month (DGS3MO), six-month (DGS6MO), one-year (DGS1), two-year (DGS2), three-year (DGS3), five-year (DGS5), seven-year (DGS7), 10-year (DGS10), 20-year (DGS20), and 30-year (DGS30). Download the last full year of data available into a spreadsheet.

a. Construct a yield curve by creating a line graph for the most recent day of data available, and for the same day (or as close to the same day as possible) one year prior, across all the maturities. How do the yield curves compare? What does the changing slope say about potential changes in economic conditions?

b. Determine the date of the most recent Federal Open Market Committee policy statement. Construct yield curves for both the day before the policy statement was released and the day on which the policy statement was released. Was there any significant change in the yield curve as a result of the policy statement? How might this be explained?

The table below shows current and expected future one-year interest rates, as well as current interest rates on multi-year bonds. Use the table to calculate the liquidity premium for each multiyear bond.

Do you think that a U.S. Treasury bill will have a risk premium that is higher than, lower than, or the same as that of a similar security (in terms of maturity and liquidity) issued by the government of Colombia?

If yield curves, on average, were flat, what would this say about the liquidity (term) premiums in the term structure? Would you be more or less willing to accept the expectations theory?

If expectations of future short-term interest rates suddenly fell, what would happen to the slope of the yield curve?

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