Current Yield: Bond Income as a Percent of Price

Key Takeaways

• Current yield equals annual coupon divided by current market price, not face value.
• At par, current yield equals the coupon rate; at a discount it is higher; at a premium it is lower.
• Current yield ignores the pull to par at maturity, making it less informative than yield to maturity.
• For zero-coupon bonds, current yield is undefined; yield to maturity is the only relevant measure.

What It Is

Current yield answers one question: if I buy this bond today, what percentage of my purchase price will I receive in cash coupons over the next year? The formula is short enough to do on the back of an envelope:

Current yield = annual coupon payment / current bond price

Because the coupon amount is fixed at issuance but the price moves in the secondary market, current yield changes daily as prices move. When the bond's market price rises, current yield falls. When the price drops, current yield rises.

The Intuition

If you bought a rental property, the cap rate is annual net operating income divided by purchase price. Current yield on a bond is the fixed-income version of the same thing. It is the cash income rate at current market prices, ignoring everything else.

What it ignores is important: the return of principal at maturity, any capital gain or loss as price converges to par, reinvestment of coupons, and the time value of money. For a bond held only briefly and re-sold near the same price, current yield is a decent approximation of realized income. For a bond held to maturity, it is a poor estimate of total return and should be replaced with yield to maturity.

How It Works

The calculation has two variables. The annual coupon is fixed. You get it from the bond's indenture or the dealer quote. The price is whatever the market is offering at the moment.

Three scenarios link current yield to the other yield measures:

• Bond at par (price = $1,000 on a $1,000 face): current yield = coupon rate = YTM.
• Bond at a discount (price < $1,000): current yield > coupon rate, but still < YTM, because YTM adds the pull to par.
• Bond at a premium (price > $1,000): current yield < coupon rate, and YTM is lower still, because the premium is lost at maturity.

Current yield assumes the price stays flat. If prices move, the numerator stays the same but the denominator shifts, and your realized return differs from the current yield you observed at purchase.

Worked Example

A $1,000 face value corporate bond with a 6 percent annual coupon pays $60 per year.

Case 1: Bond trades at $1,000 (par).

• Current yield = $60 / $1,000 = 6.00 percent
• Coupon rate = 6.00 percent
• Yield to maturity = 6.00 percent (all three equal at par)

Case 2: Bond trades at $900 (discount).

• Current yield = $60 / $900 = 6.67 percent
• Coupon rate = 6.00 percent
• Yield to maturity = roughly 7.30 percent (higher than current yield because of the $100 pull to par)

Case 3: Bond trades at $1,100 (premium).

• Current yield = $60 / $1,100 = 5.45 percent
• Coupon rate = 6.00 percent
• Yield to maturity = roughly 4.80 percent (lower than current yield because of the $100 premium lost at maturity)

Same bond, three prices, three current yields. None of them tell the complete return story, but they give you the cash flow story at a glance.

Common Mistakes

1. Using current yield to compare bonds of different maturities. A short bond trading at a discount and a long bond trading at the same discount have very different yield to maturity profiles even when their current yields match. The pull-to-par timing is different. Current yield does not capture that.

2. Treating current yield as expected total return. It ignores price change. Holding a bond for a year at a constant current yield of 5 percent does not mean you earned 5 percent if the bond's price fell by 3 percent during that year. Total return = coupon income + price change.

3. Quoting current yield on accrual bonds and zeros. Zero-coupon bonds have no coupon, so current yield is either zero or undefined depending on how you count. For those bonds, yield to maturity is the only yield measure that makes sense.

4. Confusing current yield with SEC yield on bond funds. SEC yield is a standardized calculation for mutual funds that reflects net investment income over the last 30 days, annualized. It is closer to YTM than to current yield because it accounts for amortization of premiums and accretion of discounts.

5. Ignoring accrued interest in the denominator. Dealers typically quote current yield using the clean price, not the dirty price that includes accrued interest. The difference is usually small but can matter on high-coupon bonds late in an accrual period.

Frequently Asked Questions

Why is current yield useful if it ignores the pull to par? Current yield is useful when you care primarily about near-term cash income rather than total return, for instance an investor spending coupon cash flows now who expects to sell the bond rather than hold to maturity. It is also a quick mental check: a bond yielding 6 percent current yield will pay roughly 6 cents in cash per dollar invested each year, all else equal.

How does current yield compare to the dividend yield on a stock? They are analogous. Stock dividend yield equals annual dividend divided by share price; bond current yield equals annual coupon divided by bond price. Both measure income at current market prices and both ignore capital appreciation or depreciation. Neither is a complete total return measure.

Can current yield exceed yield to maturity? Yes, for bonds trading at a premium. When you buy above par, you will receive only par at maturity, losing the premium. That capital loss pulls total return below the coupon income rate, so YTM falls below current yield. The pattern reverses for discount bonds, where YTM exceeds current yield.

Does current yield account for taxes? No. Like most bond yield measures, current yield is a pre-tax figure. The after-tax equivalent depends on your tax bracket and the type of bond. For municipal bonds, dividing the current yield by one minus your tax rate converts it to a taxable-equivalent yield for comparison purposes.

Why does my bond fund's distribution yield differ from current yield? Bond funds distribute income after fees and may hold bonds bought at premiums that are being amortized, reducing distributable income below the raw coupon sum. The fund's distribution yield reflects net income passed to shareholders, while current yield on individual bonds is a gross measure before any deductions.

Sources

1. FINRA. "Understanding Bond Yield and Return." https://www.finra.org/investors/insights/bond-yield-return
2. SEC Investor.gov. "Bonds FAQs." https://www.investor.gov/introduction-investing/investing-basics/investment-products/bonds-or-fixed-income-products/bonds
3. CFA Institute. "Yield and Yield Spread Measures for Fixed-Rate Bonds." https://www.cfainstitute.org/insights/professional-learning/refresher-readings/2026/yield-and-yield-spread-measures-for-fixed-rate-bonds

Disclaimer

This article is educational content only and is not financial advice. Nothing here is a recommendation to buy, sell, or hold any security. Consult a licensed advisor before making investment decisions.