Assume that there is a widely accepted belief in the U.S. that 1-year interest rates will remain stable at their current level of 3.25%. A yield curve derived from spot rates on U.S. Treasury securities shows the following data:
Maturity Spot Rate -
1 year 3.25%
2 years 4.00%
5 years 6.80%
10 years 7.20%
The yield curve based on this data is least consistent with which theory of the term structure of interest rates?
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A. B. C.A
To determine which theory of the term structure of interest rates the given yield curve is least consistent with, let's examine each theory and its implications.
In the given scenario, there is a widely accepted belief that 1-year interest rates will remain stable at their current level of 3.25%. However, the yield curve derived from spot rates on U.S. Treasury securities is upward sloping, indicating higher interest rates for longer maturities. This contradicts the expectations of stable interest rates and is inconsistent with the pure expectations theory. Therefore, option A (Pure expectations) is not the correct answer.
In the given scenario, the yield curve is indeed upward sloping, with higher interest rates for longer maturities. This is consistent with the liquidity preference theory. Therefore, option B (Liquidity preference) is not the correct answer.
In the given scenario, the yield curve is not inconsistent with the market segmentation theory. The shape of the curve could be explained by various market participants with different preferences and demands for specific maturity segments. Therefore, option C (Market segmentation) is the correct answer as it is the theory least consistent with the given yield curve.
In conclusion, the given yield curve is least consistent with the market segmentation theory (option C). The shape of the curve, which is upward sloping, suggests that it is more influenced by liquidity preferences and market expectations rather than market segmentation.