Current Yield: Definition, Formula & How It Compares to YTM
How Current Yield Works
The coupon rate is based on face value. But you rarely buy a bond at exactly face value in the secondary market. Current yield fixes this gap by measuring income against the price you’re actually paying.
If a bond pays $50 per year and you can buy it for $950, you’re earning more than 5% on your money — you’re earning 5.26%. That’s the current yield. It’s a quick, practical measure of income return at today’s price.
However, current yield has a significant blind spot: it completely ignores any capital gain or loss you’ll realize when the bond matures at par. That’s why yield to maturity (YTM) exists — it captures the whole picture.
Current Yield Formula
Simple division. No iteration, no financial calculator needed. That’s the appeal — and the limitation.
Example Calculations
Bond at a Discount
Annual coupon = $40
Current Yield = $40 ÷ $920 = 4.35%
The current yield (4.35%) exceeds the coupon rate (4.0%) because you’re buying the bond below face value — your income is the same $40, but your cost basis is lower.
Bond at a Premium
Annual coupon = $60
Current Yield = $60 ÷ $1,080 = 5.56%
The current yield (5.56%) is below the coupon rate (6.0%) because you’re paying more than face value. Your income is the same $60, but your cost is higher.
Bond at Par
Annual coupon = $50
Current Yield = $50 ÷ $1,000 = 5.00%
At par, current yield equals the coupon rate. This is the only scenario where they match.
Current Yield vs. Coupon Rate vs. YTM
Understanding where current yield sits between coupon rate and YTM is fundamental to bond analysis:
| Metric | Based On | Includes Capital Gain/Loss? | Best Used For |
|---|---|---|---|
| Coupon Rate | Face value | No | Understanding the bond’s stated interest rate |
| Current Yield | Market price | No | Quick income comparison at today’s price |
| YTM | Market price + time + all cash flows | Yes | True total return comparison across bonds |
The ordering always follows a predictable pattern:
| Bond Price | Relationship |
|---|---|
| Below par (discount) | Coupon Rate < Current Yield < YTM |
| At par | Coupon Rate = Current Yield = YTM |
| Above par (premium) | Coupon Rate > Current Yield > YTM |
Why does this pattern hold? For a discount bond, you’re getting the same coupon on a cheaper investment (so current yield > coupon rate), plus you’ll pocket a capital gain at maturity (so YTM > current yield). For a premium bond, the logic reverses: you’re paying more for the same income, and you’ll take a capital loss at maturity.
When Current Yield Is Useful
Current yield earns its place in a few specific situations:
Income-focused investing. If you’re a retiree living off bond income and don’t plan to sell before maturity, current yield gives you a quick read on what income stream you’re buying relative to today’s cost. It answers the question: “How much cash am I actually getting per dollar invested?”
Quick screening. When scanning dozens of bonds, current yield is the fastest way to gauge relative income. It’s a useful first filter before digging into YTM for the bonds that make the short list.
Comparing to dividend yields. If you’re deciding between a bond and a dividend-paying stock, current yield and dividend yield are roughly comparable income metrics. Neither captures total return, but both measure cash income relative to price.
When Current Yield Falls Short
Deep discount bonds are where current yield is most misleading. The further the price is from par, the larger the capital gain (or loss) component — and the more current yield understates (or overstates) the true return.
Zero-coupon bonds break current yield completely. With no coupon payments, the current yield is 0% regardless of price. Yet a zero-coupon bond bought at $600 maturing at $1,000 in 10 years delivers a meaningful return — you just can’t see it through current yield.
For a deeper dive into bond return metrics and how they interact with pricing, see Bond Pricing Explained.
Key Takeaways
- Current yield = annual coupon ÷ current market price. It’s simple and requires no special tools.
- It reflects income return at today’s price, not the bond’s stated coupon rate based on face value.
- Current yield ignores capital gains/losses at maturity — making it incomplete for total return analysis.
- For discount bonds, current yield sits between the coupon rate and YTM. For premium bonds, the order flips.
- Current yield is most useful for income-focused investors and quick screening; YTM is the gold standard for full comparisons.
Frequently Asked Questions
Is current yield the same as coupon rate?
Only when the bond trades exactly at par value. Otherwise, they differ. If the bond trades at a discount, current yield is higher than the coupon rate. At a premium, current yield is lower. The coupon rate is fixed; current yield moves with the market price.
Can current yield be higher than yield to maturity?
Yes — this happens when a bond trades at a premium (above face value). The current yield reflects the income, but YTM also accounts for the capital loss the investor takes when the bond matures at par. That capital loss drags YTM below current yield.
What is the current yield of a zero-coupon bond?
Zero. A zero-coupon bond makes no periodic interest payments, so the numerator in the current yield formula is $0. The investor’s entire return comes from the difference between the purchase price and face value at maturity — which only YTM captures.
Does current yield change daily?
It can. Since current yield depends on the bond’s market price, it shifts whenever the price changes. For actively traded bonds like Treasuries and large corporate issues, the price — and therefore the current yield — can fluctuate throughout each trading day.
How do I use current yield when comparing bonds to stocks?
Current yield on a bond is roughly analogous to dividend yield on a stock — both measure annual cash income as a percentage of the current price. Neither captures total return (price appreciation for stocks, capital gain/loss for bonds), but they’re useful for comparing the income streams of different asset classes.