An investor holds two investment-grade corporate bonds issued by the same company with identical credit ratings: Bond X has a 20-year maturity and a 3% annual coupon rate, while Bond Y has a 5-year maturity and a 7% annual coupon rate. If prevailing market interest rates across all maturities instantly increase by 150 basis points (), which of the following best describes the relative market price movement of these two bonds?
- Bond X will experience a greater percentage price decline than Bond Y because securities with longer maturities and lower coupon rates possess higher interest rate volatility.Answer
- BBond Y will experience a greater percentage price decline than Bond X because higher coupon debt securities carry greater capital loss exposure when rates increase.
- CBoth bonds will decrease in price by identical dollar amounts because the interest rate change is uniform across the entire yield curve.
- DBond X will increase in price while Bond Y decreases in price because an upward shift in rates creates an immediate inversion in corporate bond pricing hierarchies.
Answer
Bond X will experience a greater percentage price decline than Bond Y because fixed-income securities with longer maturities and lower coupon rates exhibit greater duration and price volatility when interest rates change.
Bond price volatility in response to interest rate movements is governed by duration. Bonds with longer maturities and lower coupon rates have higher duration, meaning their secondary market prices fluctuate more significantly when interest rates change. Because Bond X has both a longer maturity (20 years vs. 5 years) and a lower coupon rate (3% vs. 7%), it will suffer a larger percentage price decline when interest rates rise by 150 basis points.
Step-by-Step Solution
Key Concept
Bond Price Sensitivity and Duration Dynamics
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