Calculator
Yield to Maturity
5.01%
Yield Analysis
This bond trades at a $40 discount to par, which is why its 5.01% yield to maturity exceeds its 4.5% coupon. You collect coupons while also pocketing the price appreciation back to $1,000 at maturity.
Yield estimates assume coupons are paid as scheduled and the bond is held to maturity. Taxes and credit risk are not modeled.
A bond's coupon rate tells you what the issuer pays each year. Its yield tells you what you actually earn. Because bonds trade in the market at prices above and below their face value, the coupon paid on a $1,000 bond bought for $960 is effectively richer than the coupon on the same bond bought for $1,045. Yield is how fixed-income investors make that adjustment — and misreading it is one of the most common mistakes American investors make when comparing a Treasury note against a corporate bond or a bond fund. Yield matters more in the current environment than it has in fifteen years. With rates off their lows, a growing share of retirement portfolios sits in bonds, CDs, and Treasuries, and the difference between a 4.2% and 4.9% yield compounds into thousands over a decade. The two measures here — current yield and yield to maturity — serve different purposes. Current yield answers how much income you collect this year relative to your price. Yield to maturity answers the complete question: including every coupon and the guaranteed pull back to par at maturity, what annual return have you actually locked in? This tool computes both, along with the premium or discount embedded in the price, so you can compare any two bonds on equal footing.
Current yield is the simple measure: annual coupon divided by market price. A 4.5% coupon on a $1,000 face pays $45 a year; at a $960 price that is a 4.69% current yield — slightly higher than coupon because you bought below par. Yield to maturity goes deeper. It is the single discount rate that makes the present value of every remaining coupon plus the face value returned at maturity exactly equal to the price you paid. There is no closed-form shortcut, so this calculator solves it by iterative search — narrowing the rate until the modeled price converges on your actual price. Coupons are split according to the frequency you choose (semi-annual is standard for US corporates and Treasuries), and each period's cash flow is discounted at the per-period yield. Because the math treats coupons as scheduled and held to maturity, a discount bond's YTM will exceed its current yield (the pull to par adds return), while a premium bond's YTM will trail it. That relationship is the sanity check every bond buyer should apply.
Current yield ignores capital gains and losses at maturity — a 6% coupon bought at a deep discount sounds like income, but if the bond redeems below your price, your real return is lower. YTM folds in the pull-to-par and represents the true annual return if you hold to maturity and coupons are paid. For any decision — buying, comparing, or deciding to hold a bond fund — the YTM is the honest number, and brokerages are now required to show it on statements.
Buying a bond above par means part of each coupon is really a return of your premium, which amortizes away as the bond approaches maturity. Taxable bond premiums can be amortized against coupon income for tax purposes — an election worth making. In taxable accounts, the after-tax yield of a premium bond depends on whether you amortize. In IRAs and other tax-advantaged accounts this issue disappears, making premium bonds less awkward to hold.
A 5.5% corporate yield next to a 4.5% Treasury of the same maturity reflects credit risk, not a free lunch. The yield gap — the spread — is the market's price for default risk and illiquidity. When comparing yields across names, keep maturity and credit quality anchored. A bigger spread on a long-dated corporate versus a short Treasury is compensation for two separate risks, and both need to be judged on their own.
Bond funds publish a yield to maturity that aggregates their entire portfolio, and it is the best single indicator of what the fund will roughly earn if the portfolio sits unchanged. Compare a fund's YTM against its peers and against Treasuries of similar duration. If an active fund's YTM trails a Treasury ETF by more than its fee, the case for the manager weakens substantially.
If your goal is a known return over a fixed horizon — college tuition in seven years, a house fund in five — Treasury discount bonds or a zero-coupon (STRIPS) eliminate reinvestment risk and give you a YTM locked to the day. You know the outcome on day one, which is why zero-coupon Treasuries are considered the safest fixed-income instrument available to individual investors.
High-coupon corporates and munis are often callable — redeemable early at par if rates fall, which caps your upside. For callable bonds, brokers quote yield to worst, the lowest of the possible yields across call dates. Enter the nearest call date rather than maturity when calculating, or check the YTW directly; buying a callable premium bond without knowing its call feature is a classic income-investor mistake.
Gloria, a retired nurse in Tucson, was holding cash in a 4.6% CD when her advisor showed her a Treasury note with a 4.5% coupon trading at $960, ten years out. Running the yield calculator, the YTM came in at about 5.0% — more than the CD, backed by the federal government, and exempt from state tax. She moved half her CD ladder into Treasuries.
Frank, an engineer in Portland, owned a 6% corporate bond bought at $1,090 and felt proud of the income. When he calculated the YTM with three years left, it was only about 2.9% — most of the coupon was being clawed back as the bond pulled toward par. He sold and redeployed into a discount Treasury of equal maturity and locked in a better net return with less credit risk.
The Okafor family in Atlanta needed $60,000 over three college years. Rather than one long bond, they bought three STRIPS maturing in 2027, 2028, and 2029, each priced at a discount. The calculator confirmed each strip's YTM matched the locked return on their tuition schedule, and by construction the money was available exactly when bills arrived — no guessing about interest rates in year two.
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Financial Chaos Analyst
Ivy Sinclair-Wren is a Financial Chaos Analyst covering investing, AI, wealth psychology, and the emotional consequences of opening finance apps during market crashes. Based in Melbourne, she specializes in demystifying the US tax code and helping users navigate the intersection of spreadsheet logic and human irrationality.