The term premium

At its September 2024 meeting, the Federal Open Market Committee (FOMC) cut its target range for the federal funds rate by 50 points, marking the beginning of a new easing cycle. In the months after, the 10-year Treasury yield rose from 3.65% on September 17, 2024, to a recent peak of 4.79% on January 13, 2025.

The FRED graph above shows 10-year Treasury yields for the past decade. An increase in long-term interest rates such as the 10-year Treasury yield is highly unusual at the beginning of a Fed easing cycle.

To investigate this dynamic, we can analyze the term premium: The term premium is the difference in the returns an investor expects to earn from (i) buying and holding long-term debt such as a 10-year Treasury bond and (ii) buying short-term debt and reinvesting it once it reaches maturity, such as buying 1-year bonds and rolling them over into new 1-year bonds every year for 10 years. In other words, it's the amount of compensation investors demand for the risks inherent in investing in longer-term vs. shorter-term debt.

To compute the term premium, we need to estimate future short-term interest rates. In our second FRED graph, above, we present a term premium measure on a 10-year zero-coupon bond estimated by economists at the Federal Reserve Board. (Note that FRED also has term premia measures for bonds with maturities between 1 and 9 years.)

On January 13, 2025, the 10-year term premium reached its highest level since 2011, surpassing 0.8%. At that time, investors required a rate that was 0.8 percentage points higher to invest in long-term over short-term bonds for the same duration. As of May 2, the term premium stood at 0.5%, up from 0.05% before the September 2024 FOMC meeting. That is, the higher term premium accounts for more than half of the recent rise in 10-year Treasury yields, suggesting investors associate greater risk and uncertainty with investing in longer-term debt.

How these graphs were created: Search FRED for and select "Market Yield on U.S. Treasury Securities at 10-Year Constant Maturity, Quoted on an Investment Basis." For the second graph, search for and select "Term Premium on a 10 Year Zero Coupon Bond."

Suggested by Brooke Hathhorn and Mark Wright.