Bond Yield
The return an investor earns on a bond, expressed as a percentage, which can be calculated as current yield (annual interest ÷ current price) or yield to maturity (total return if held until maturity).
What You Need to Know
Bond yield is the effective return you earn from a bond investment. Unlike stocks (where return comes from price appreciation), bonds pay fixed interest (coupon payments) and return your principal at maturity.
Types of Bond Yields:
1. Coupon Rate (Nominal Yield) The fixed interest rate printed on the bond
Example:
- $1,000 bond with 5% coupon
- Pays $50/year (regardless of market price)
- Coupon rate: 5.00%
2. Current Yield Annual interest divided by current market price
Formula: Current Yield = Annual Interest ÷ Current Price
Example:
- $1,000 bond, 5% coupon ($50/year)
- Trading at $950 (below par)
- Current yield = $50 ÷ $950 = 5.26%
**3. Yield to Maturity (YTM)
- Most Important** Total return if you hold bond until maturity (includes coupon payments + gain/loss from price difference)
Example:
- $1,000 bond, 5% coupon, 10 years remaining
- Current price: $950
- YTM = 5.68% (higher than coupon because buying below par)
How Bond Prices and Yields Relate:
Inverse Relationship:
- Bond price ↑ → Yield ↓
- Bond price ↓ → Yield ↑
Example: $1,000 bond with $50 annual coupon (5% coupon rate)
| Bond Price | Current Yield | Status |
|---|---|---|
| $1,100 | $50 ÷ $1,100 = 4.55% | Trading at premium |
| $1,000 | $50 ÷ $1,000 = 5.00% | Trading at par |
| $900 | $50 ÷ $900 = 5.56% | Trading at discount |
Why Bond Prices Change:
Interest Rates Rise:
- New bonds offer higher coupons
- Your old bond less attractive
- Price falls, yield rises to compete
Interest Rates Fall:
- New bonds offer lower coupons
- Your old bond more attractive
- Price rises, yield falls
Real Example (2022-2024): 2020-2021: Fed rates near 0%, 10-year Treasury yields ~1.5% 2022-2023: Fed raises rates to 5.25%, 10-year Treasury yields rise to 4.5% Result: Bond prices fell 10-20% (yields rose)
Yield Curves:
Normal Yield Curve:
- Longer bonds = higher yields
- 2-year Treasury: 3.5%
- 10-year Treasury: 4.2%
- 30-year Treasury: 4.5%
Inverted Yield Curve:
- Short-term yields > long-term yields
- 2-year: 5.0%
- 10-year: 4.3%
- Recession indicator (has predicted last 7 recessions)
Flat Yield Curve:
- Similar yields across maturities
- Transition period (economy uncertain)
Yield Spread: Difference between two bond yields
Common Spreads:
- Credit spread: Corporate bond yield
- Treasury yield (risk premium)
- Term spread: 10-year yield - 2-year yield (yield curve slope)
Example:
- 10-year Treasury: 4.0%
- 10-year Corporate (AA): 5.2%
- Credit spread: 1.2% (extra yield for credit risk)
Factors Affecting Bond Yields:
1. Interest Rates (Fed Policy) Biggest driver
- Fed raises rates → bond yields rise
2. Inflation Higher inflation → higher yields demanded (compensation for purchasing power loss)
3. Credit Quality Lower credit rating → higher yield (risk premium)
| Bond Type | Typical Yield (2024) |
|---|---|
| 10-year Treasury | 4.0% (safest) |
| AAA Corporate | 4.8% |
| BBB Corporate | 5.5% |
| Junk Bond (BB) | 7.5%+ |
4. Time to Maturity Longer maturity → higher yield (usually)
5. Supply and Demand More buyers → price up → yield down
Tax Equivalent Yield: For municipal bonds (tax-free):
Formula: Tax-Equivalent Yield = Municipal Yield ÷ (1
- Tax Rate)
Example:
- Municipal bond: 3.5% tax-free
- Your tax bracket: 24%
- Tax-equivalent yield = 3.5% ÷ (1 - 0.24) = 4.61%
A 3.5% muni bond equals a 4.61% taxable bond for you.
**Callable Bonds
- Yield to Call:** If bond can be "called" (redeemed early by issuer):
Yield to Call (YTC): Return if bond called at earliest date
Example:
- $1,000 bond, 6% coupon
- Callable in 5 years at $1,050
- Current price: $1,080
- YTC might be 4.5% (vs 5.2% YTM)
- If rates fall, issuer likely calls bond (bad for you
- lose high yield)
Duration and Interest Rate Risk:
Duration: Measure of bond's sensitivity to interest rate changes
Rule of Thumb: If interest rates rise 1%, bond with 7-year duration falls ~7%
Example:
- Bond duration: 8 years
- Interest rates rise 0.5%
- Bond price falls ~4% (8 × 0.5%)
Longer duration = more interest rate risk
Using Bonds in Your Portfolio:
Young Investors (20s-40s):
- 10-30% bonds (stability)
- Focus on total return (stocks for growth)
Middle Age (40s-60s):
- 30-50% bonds (balance)
- Shift toward income and stability
Retirees (60s+):
- 40-60% bonds (income + safety)
- Live off bond interest + dividends
Common Bond Strategies:
1. Bond Ladder: Buy bonds maturing in different years
- 2026, 2028, 2030, 2032, 2034
- Reduces interest rate risk
- Steady income stream
2. Barbell Strategy:
- 50% short-term bonds (1-3 years)
- 50% long-term bonds (15-30 years)
- Skips middle maturities
3. Total Bond Market Index:
- Own thousands of bonds via one fund
- Instant diversification
- Low cost (0.03-0.05% expense ratio)
The Bottom Line: Bond yields represent your expected return from bond investments. Higher yields mean higher returns but also higher risk (credit risk, interest rate risk). The key is matching bond duration and credit quality to your risk tolerance and time horizon.
Sources & References
This information is sourced from authoritative government and academic institutions:
- investor.gov
https://www.investor.gov/introduction-investing/investing-basics/glossary/yield
Related Calculators & Tools
Put your knowledge into action with these interactive tools:
Related Terms in Investment Analysis
Appreciation
The increase in an asset's value over time, whether it's real estate, stocks, or other investments.
Asset Class
A group of investments with similar behavior, risk, and regulatory profiles (e.g., stocks, bonds, cash).
Bond
A fixed-income investment where you loan money to a government or corporation in exchange for regular interest payments.
Capital Gains Tax
Tax on profits from selling investments like stocks, bonds, or real estate.
Capital Loss
A loss realized when you sell an investment for less than you paid for it, which can offset capital gains for tax purposes.
Correlation
A value between -1 and +1 that shows how two investments move together—lower correlation improves diversification.