Calculator
Yield to Maturity
3.06%
Yield Analysis
Buying at $740 for a $1,000 payout delivers a 3.06% annualized return over 10 years. The entire $260 discount accrues as imputed interest, taxed as ordinary income each year even though you receive no cash until maturity (unless held in a tax-advantaged account).
A zero coupon bond makes no interest payments at all. Instead, you buy it at a discount to its face value and collect the full par amount at maturity — your entire return is locked in the moment you purchase. US Treasury STRIPS (Separate Trading of Registered Interest and Principal of Securities) are the best-known example: the Treasury strips each interest payment off a note and sells the principal alone as a zero, creating the safest zero-coupon instrument available to American investors. Zeros fill a unique role in a US investor's toolkit. Because the payout is known in advance, they are ideal for matching a future liability — a tuition bill due in 2032, a balloon payment, or a target-date retirement milestone — with no reinvestment risk along the way. The trade-offs are tax treatment and price sensitivity: the IRS taxes the annual discount as 'phantom' interest income each year even though you receive no cash until maturity (unless the bond sits in an IRA or 401(k)), and zeros with long maturities swing hard in price when interest rates move, even though that volatility is irrelevant if you hold to maturity.
The calculator's core result is the bond's yield to maturity, the annualized rate earned by buying at the market price and receiving face value at maturity. Since no coupons are paid, the price compounds straight to par: Market Price × (1 + YTM)^Years = Face Value. Solving for the yield gives YTM = (Face Value / Price)^(1/Years) − 1, a direct application of geometric growth in reverse — the same mathematics as CAGR. The tool also reports the dollar discount (Face − Price), the discount as a percentage of face value, and the imputed interest per year, computed as the total discount spread evenly across the holding period. That imputed figure approximates the original issue discount (OID) the IRS expects you to report as ordinary income annually under the accrual rules for zero coupon and deep-discount bonds. A genuine Treasury STRIPS yield uses semiannual compounding conventions, which makes the effective annual result slightly different from this simplified annual model — tight enough for planning, but always confirm the quoted yield on your brokerage confirmation.
Because the IRS taxes a zero's annual accretion as ordinary income every year — phantom income — taxable accounts turn zeros into tax-inefficient holdings. Placing Treasury STRIPS in a traditional IRA, Roth IRA, or 401(k) eliminates the annual tax bite entirely, letting the discount compound untouched until you actually need the money.
A 20-year zero has roughly triple the interest-rate sensitivity of a 7-year note because all cash flow sits at the end. If rates rise 2%, the 20-year zero's market price can fall by a third or more mid-holding. This is only a problem if you must sell early; held to maturity, you receive par regardless. Match the maturity to a real future date to neutralize the risk.
A corporate zero yielding 3 percentage points above a Treasury STRIPS of the same maturity is the market pricing default risk concentrated in a single end payment. If the issuer fails, there are no interim coupons to recover part of your money. For taxable buyers, municipal zero-coupon bonds exist too, offering tax-free accretion at somewhat lower yields.
List your known future cash needs — college tuition, a property tax lump sum, a retirement target — and buy zeros maturing in those years. Because the payout is fixed, you can size each rung precisely: use this calculator's yield to work backward from the dollar amount you need to the price you should pay today.
If buying outside an IRA, multiply the yield by your marginal tax rate to estimate the annual tax drag on the phantom income. A 4.5% yield taxed at 32% drops toward 3.1% after tax — at which point a coupon Treasury or a CD may be the smarter buy for a taxable account.
Plot yields at 2, 5, 10, and 20 years to see the shape of the Treasury curve. When long-dated zeros pay dramatically more per year of maturity, the market expects higher rates ahead; when the curve is flat, taking extra duration buys little. Use the spread to decide which rung offers genuine compensation.
Linda, a school administrator in Columbus, needed $50,000 in seven years when her son started college. Buying Treasury STRIPS at a 4.6% yield, this calculator showed her she needed roughly $36,500 today. Holding the zeros in her brokerage account, she paid annual tax on the accretion but never worried about reinvesting coupons or rate changes along the way.
Robert, a consultant in Miami, bought $200,000 face of 15-year corporate zeros in a taxable account, attracted by the 5.8% yield. When his first-year Form 1099 showed about $8,700 of OID income despite receiving zero cash, he understood the tax trap. He sold the next year and rebuilt the position inside a traditional IRA.
Retired banker Anil Patel in Dallas built a five-year STRIPS ladder with zeros maturing each year, sized to cover spending beyond Social Security. Because each rung pays a known amount at a known date, he stopped watching daily price swings entirely — the calculator's yield-to-maturity at purchase, not the market price, became the only number that mattered.
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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.