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Investment
Coupon, current yield and yield to maturity — the three numbers that describe every bond.
By FreeCalculators Editorial · Published 2026-05-15 · Updated 2026-08-20 · 4 min read · 978 words
A bond is a loan you make to a borrower — a government or a company — with fixed terms: the face value repaid at maturity, the coupon rate paid each year, and the price the market charges for the right to receive them. Yields are how investors compare bonds to each other and to stocks, and in 2026 the 10-year Treasury sits around 3.5-4.5%, giving bonds a real seat at the table for the first time in years. This guide explains coupon, current yield and yield to maturity with worked numbers, plus the inverse relationship between prices and rates that confuses every new investor.
The coupon rate is the interest printed on the bond: a 5% coupon on a $1,000 face value pays $50 a year, no matter what the bond trades for. But bonds rarely trade at face value. When the market rate moves, prices adjust so that old bonds compete with new ones — that adjustment is the whole story of bond investing.
| Bond trades at | Price vs face | Why |
|---|---|---|
| Par | Exactly $1,000 | Coupon equals current market rates |
| Discount | Below $1,000 | Coupon is below market rates; buyer is compensated by price gain at maturity |
| Premium | Above $1,000 | Coupon is above market rates; buyer pays extra and loses some at maturity |
Current yield is coupon income divided by the price you pay — simple, but incomplete. Yield to maturity (YTM) is the total annualized return if you hold to maturity: coupon income plus the gain or loss as the price drifts toward face value. YTM is the number to compare across bonds, because it is apples to apples.
A $1,000 bond, 5% coupon, priced at $950, 5 years to maturity
Annual coupon: 5% x 1,000 = $50 Current yield: 50 / 950 = 5.26% Price gain to maturity: (1,000 - 950) / 5 = $10 per year Average price: (1,000 + 950) / 2 = $975 YTM ≈ (50 + 10) / 975 = 6.15% Current yield says 5.26%; holding to maturity pays 6.15%
Prices fall when rates rise, and rise when rates fall. The table shows a 10-year bond with a 4% coupon at different market rates — the price adjusts until the total package competes with newly issued bonds. This is the single most important fact in fixed income.
| Market rate | Price of the 4% 10-year bond | Bond state |
|---|---|---|
| 3% | ~$1,085 | Premium |
| 4% | $1,000 | Par |
| 5% | ~$923 | Discount |
| 6% | ~$853 | Deep discount |
Duration converts the inverse price-rate relationship into a number you can use. A 2-year bond has a duration near 1.9, so a 1% rate move changes its price by roughly 2%; a 30-year Treasury's duration near 17 swings 17% for the same 1% move. In the 2022 rate shock, long-duration bond funds lost more than 30% — investors who believed bonds were risk-free learned duration the hard way. Match duration to your time horizon: short bonds for short horizons, long bonds only if you will not need the money before maturity.
Check the YTM, not the coupon, when comparing bonds — the coupon ignores the price you pay. Understand the state of the bond: a discount bond pays extra via capital gain at maturity, a premium bond gives up some of its coupon. And always compare against the risk-free baseline: in 2026 a 10-year Treasury near 3.5-4.5% sets the floor, so a corporate bond must pay meaningfully more for its default risk. The real return calculator adds the final honesty check — after 3% inflation, a 4% YTM is a real return of barely 1%.
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How this guide was created
This guide was written and reviewed by FreeCalculators Editorial, drawing on published formulas, official government sources, and real calculator outputs from our 4 calculators in this category. Every claim is sourced; every formula is auditable. Read our review policy.