Zero-Coupon Bonds and STRIPS
Bonds that pay nothing until maturity: how they're priced, how Treasury STRIPS are made, what they do better than any coupon bond, why their prices swing so widely, and how the US taxes interest you haven't received.
The short version
A zero-coupon bond makes one payment, at maturity, and sells today for the present value of that payment. Treasury STRIPS are zeros made by separating a note or bond into its individual payments. A zero held to maturity earns exactly its quoted yield, with nothing to reinvest, which makes it a natural match for a known future expense. The cost is the largest price swings of any bond of its maturity, full exposure to inflation, and, in a taxable account in the US, tax each year on interest that hasn't been paid.
By the end of this lesson, you'll be able to
- Price a zero-coupon bond and describe how its value grows toward face value
- Explain how Treasury STRIPS are created
- Weigh a zero's certainty at maturity against its price sensitivity, inflation exposure, and tax treatment
Why this matters
Zero-coupon bonds have appeared at the edge of every lesson in this module: the bond whose duration equals its maturity, the bond with no reinvestment risk, the spot rate that discounts a single payment. They're also real things you can buy. They're the simplest bond there is, one payment on one date, and that simplicity gives them properties no coupon bond has, some useful and some uncomfortable. The tax rules described here are US rules.
One payment, one price
A zero-coupon bond pays no interest along the way. You buy it at a discount from its face value and receive the face amount when it matures.1 Its price is a single present value, using the same half-year convention as other bonds.
Price = Face value ÷ (1 + Yield ÷ 2) raised to the number of half-years
| Maturity | Sum | Price today |
|---|---|---|
| 5 years | $1,000 ÷ 1.02510 | $781.20 |
| 10 years | $1,000 ÷ 1.02520 | $610.27 |
| 20 years | $1,000 ÷ 1.02540 | $372.43 |
| 30 years | $1,000 ÷ 1.02560 | $227.28 |
The longer the wait, the deeper the discount. FINRA's own illustration is of the same kind: a 20-year zero with a face value of $10,000 bought for $3,500,1 which works out to a yield of about 5.3%.
Between purchase and maturity, the bond's value climbs toward $1,000. If its yield never changed, the path would be smooth, each half-year adding 2.5% to the value before.
| End of year | Value | Growth during the year |
|---|---|---|
| At purchase | $610.27 | |
| 1 | $641.17 | $30.89 |
| 2 | $673.62 | $32.46 |
| 5 | $781.20 | $37.64 |
| 9 | $951.81 | $45.86 |
| 10 | $1,000.00 | $48.19 |
The growth is the bond's interest. Nothing is paid out, so it compounds inside the price, and the dollar amount rises each year. That yearly growth matters again in the section on tax.
Where zeros come from
Federal agencies, municipalities, financial institutions, and corporations issue zero-coupon bonds.1 The best-known zeros aren't issued at all. They're made from ordinary Treasuries, and they're called STRIPS. Separate Trading of Registered Interest and Principal of Securities: zero-coupon securities made by splitting a Treasury note or bond into its individual interest and principal payments. Glossary, for Separate Trading of Registered Interest and Principal of Securities.
The idea is that a note or bond is a bundle of payments, and the bundle can be untied. A bond with ten years left consists of twenty interest payments and one principal payment. When it's stripped, each of the twenty-one becomes a separate security that can be bought and sold on its own. Treasury notes, bonds, and TIPS can be stripped, and bills and floating rate notes can't. A dealer that collects all the remaining pieces can also reassemble the original security.2
$1,000 of a note with a 5% coupon, when the yield for every maturity is 5%.
| Piece | Pays | Value today |
|---|---|---|
| First interest payment, in 6 months | $25 | $24.39 |
| Last interest payment, in 10 years | $25 | $15.26 |
| All twenty interest payments together | $500 | $389.73 |
| The principal payment, in 10 years | $1,000 | $610.27 |
| The whole note | $1,500 | $1,000.00 |
The pieces add up to the whole. In a real market each piece is valued at the spot rate for its own date, as in The Yield Curve in Depth, and the ability to strip and reassemble helps keep the sum of the parts close to the price of the bond.
Stripping happens in the system that banks, brokers, and dealers use to hold Treasuries, and it can't be done in a TreasuryDirect account, so an individual buys STRIPS through a broker.2
The rest of this lesson is for members
Still to come in this lesson: What a zero does well, What a zero does badly, Tax on interest you haven't received, the key takeaways, and 2 quiz questions with explanations.
Membership opens every lesson in the curriculum, the capstone projects, the interactive tools, and the members-only channels in the Hyperion Entities Discord. The first lesson of every module stays free.
Go deeper
- Duration and ConvexityFixed Income in Depth (depth track)
- Interest Rate ScenariosFixed Income in Depth (depth track)
- Inflation-Protected Bonds: TIPS and I BondsPart 2: What You Can Own
- Taxable vs. Tax-Advantaged AccountsPart 1: Foundations
Notes and sources
- FINRA. The One-Minute Guide to Zero Coupon Bonds (October 20, 2022). Checked 2026-10-13. Back to text
- TreasuryDirect, U.S. Department of the Treasury. STRIPS. Checked 2026-10-13. Back to text
- Internal Revenue Service. Publication 550 (2025), Investment Income and Expenses. Checked 2026-10-11.