Savings Bond Calculator

Project the future value of a savings bond using compound growth. Enter the purchase price, your bond's composite rate, and how long you plan to hold it.

📜 Savings Bond Calculator

Future value = purchase price × (1 + rate ÷ n)n × years

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%
years
Future value
Interest earned
Total return
Purchase price
Step-by-step working

📜 What is a Savings Bond Calculator?

A savings bond calculator projects what a savings bond will be worth after a given number of years, using compound growth applied to the purchase price and the bond's composite annual rate. You enter the purchase price, the composite rate, the number of years you plan to hold the bond, and whether to compound annually or semiannually, and it returns the future value, the interest earned, and the total return as a percentage.

Savings bonds are used as a low-risk, long-horizon savings tool. Parents buy them as gifts that mature over a child's childhood, savers use them to diversify away from bank deposits while keeping government backing, and some buy them specifically for the inflation protection that Series I bonds offer. Because bond rates reset every six months and a purchase can be held for up to 30 years, projecting the future value over a chosen holding period helps compare a bond against other savings options.

A common misconception is that a savings bond's rate is fixed for its entire life the way a CD's rate is. Series EE bonds do lock in a fixed rate at purchase, but Series I bonds combine a fixed component with a variable inflation-linked component that changes every six months, so the effective composite rate is not fixed at all. Another misconception is that a bond's stated annual rate is applied once a year; in practice both EE and I bonds compound semiannually, meaning accrued interest is added to the bond's value twice a year and starts earning its own interest sooner than a purely annual model would suggest.

This calculator intentionally asks for your bond's current composite rate rather than assuming a specific government rate, since those rates change twice a year and a hardcoded figure would quickly become inaccurate. Enter the rate shown on TreasuryDirect or your bond's own documentation for an accurate projection.

📐 Formula

FV  =  P × (1 + r ÷ n)n × t
FV = future value of the bond after the holding period
P = purchase price of the bond
r = composite annual rate as a decimal, entered by you (3.5% = 0.035)
n = compounding periods per year (2 for semiannual EE/I bond style, 1 for annual)
t = years held
Example: 1,000 at a 3.5% composite rate, semiannual, for 10 years = 1,000 × (1 + 0.035/2)20 = 1,414.78.

📖 How to Use This Calculator

Steps

1
Enter the purchase price. Type the amount you paid, or plan to pay, for the savings bond.
2
Enter the composite rate and term. Type your bond's current composite annual rate and how many years you plan to hold it.
3
Choose the compounding style. Select semiannual compounding to match the EE/I bond structure, or annual for simple yearly compounding.
4
Read the future value. Click Calculate to see the future value, interest earned, and total return percentage.

💡 Example Calculations

Example 1 — Semiannual Compounding, 10 Years

1,000 purchase price at a 3.5% composite rate, semiannual, for 10 years

1
Future value = 1,000 × (1 + 0.035 ÷ 2)20 = 1,414.78
2
Interest = 1,414.78 − 1,000 = 414.78
3
Total return = 414.78 ÷ 1,000 = 41.4778%
Future value 1,414.78, interest 414.78, total return 41.4778%
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Example 2 — Annual Compounding, 20 Years

5,000 purchase price at a 2.8% composite rate, annual, for 20 years

1
Future value = 5,000 × (1 + 0.028)20 = 8,686.25
2
Interest = 8,686.25 − 5,000 = 3,686.25
3
Total return = 3,686.25 ÷ 5,000 = 73.7250%
Future value 8,686.25, interest 3,686.25, total return 73.7250%
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Example 3 — Semiannual Compounding, 30-Year Bond

200 purchase price at a 4.2% composite rate, semiannual, for 30 years

1
Future value = 200 × (1 + 0.042 ÷ 2)60 = 695.94
2
Interest = 695.94 − 200 = 495.94
3
Total return = 495.94 ÷ 200 = 247.9722%
Future value 695.94, interest 495.94, total return 247.9722%
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❓ Frequently Asked Questions

What is a savings bond?+
A savings bond is a low-risk debt security issued by a government, most commonly the U.S. Treasury's Series EE and Series I bonds, purchased at face value or a discount and held to earn interest over time. Savings bonds are backed directly by the issuing government and are considered extremely safe, carrying the government's full backing.
How do you calculate savings bond growth?+
Use FV = P(1 + r/n)^(nt), where P is the purchase price, r is the composite annual rate as a decimal, n is the compounding frequency per year, and t is the years held. For a 1,000 bond at a 3.5% composite rate compounded semiannually for 10 years, FV = 1,000 x (1 + 0.035/2)^20 = 1,414.78, earning 414.78 in interest.
What compounding does a U.S. savings bond use?+
U.S. Series EE and Series I savings bonds compound semiannually. Interest is calculated and added to the bond's redemption value every six months, and that accrued interest then earns interest itself going forward. This calculator's semiannual compounding option models that structure directly.
What is the composite rate on a savings bond?+
The composite rate is the actual annualized rate a bond earns, and for Series I bonds it combines a fixed rate set for the bond's life with an inflation rate that adjusts every six months based on the Consumer Price Index. Because it changes twice a year, this calculator asks you to enter your bond's current composite rate directly rather than assuming a fixed figure that would go out of date.
What is the difference between a Series EE and a Series I savings bond?+
A Series EE bond earns a fixed rate for its life, set when purchased, and the U.S. Treasury guarantees it will double in value over 20 years regardless of the stated rate. A Series I bond earns a combination of a fixed rate and an inflation-adjusted rate that resets every six months, so its return tracks inflation more closely but is less predictable in advance.
How long do I have to hold a savings bond?+
U.S. savings bonds must be held at least 12 months before they can be redeemed at all. If redeemed before 5 years, you forfeit the most recent 3 months of interest as an early redemption penalty. Bonds continue earning interest for up to 30 years from issue, after which they stop earning interest entirely and should be redeemed.
Is savings bond interest taxable?+
Yes, interest is generally subject to federal income tax, though it is exempt from state and local income tax. You can choose to report interest annually or defer reporting it until the bond is redeemed or reaches final maturity. Some savings bond interest used for qualified higher education expenses may also be excluded from federal tax under specific income limits.
How much is my old savings bond worth today?+
The value depends on the bond's series, issue date, denomination, and the interest it has accrued since. For an existing paper or electronic bond, look up its exact current redemption value on TreasuryDirect, then project future growth from that value by applying the bond's stated or composite rate with the same compound-interest formula used here.
Do savings bonds compound better than a CD?+
It depends on the rates offered at the time. A CD locks in a fixed nominal rate for its term with penalties for early withdrawal, while a savings bond's rate can be fixed (EE) or partly inflation-linked (I), and can only be redeemed after a minimum holding period with its own early-redemption penalty. Compare the actual composite rate of each using their respective calculators rather than assuming one structurally beats the other.
What is the difference between annual and semiannual compounding on a bond?+
Semiannual compounding calculates and credits interest twice a year rather than once, so accrued interest starts earning its own interest sooner. On a 200 dollar bond at a 4.2% composite rate over 30 years, semiannual compounding grows it to 695.94, more than the 687.17 that annual compounding at the same nominal rate would produce over the same period.

What is a savings bond?

A savings bond is a low-risk debt security issued by a government, most commonly the U.S. Treasury's Series EE and Series I bonds, purchased at face value or a discount and held to earn interest over time. Unlike a CD, savings bonds are backed directly by the issuing government and are not FDIC insured in the same way, though they are considered extremely safe since they carry the government's full backing.

How do you calculate savings bond growth?

Use FV = P(1 + r/n)^(nt), where P is the purchase price, r is the composite annual rate as a decimal, n is the compounding frequency per year, and t is the number of years held. For a $1,000 bond at a 3.5% composite rate compounded semiannually for 10 years, FV = 1,000 x (1 + 0.035/2)^20 = $1,414.78, earning $414.78 in interest.

What compounding does a U.S. savings bond use?

U.S. Series EE and Series I savings bonds compound semiannually. Interest is calculated and added to the bond's redemption value every six months, and that accrued interest then earns interest itself going forward. This calculator's semiannual compounding option models that structure directly.

What is the composite rate on a savings bond?

The composite rate is the actual annualized rate a bond earns, and for Series I bonds it combines a fixed rate set for the bond's life with an inflation rate that adjusts every six months based on the Consumer Price Index. Because it changes twice a year, this calculator asks you to enter your bond's current composite rate directly rather than assuming a fixed figure that would go out of date.

What is the difference between a Series EE and a Series I savings bond?

A Series EE bond earns a fixed rate for its life, set when purchased, and the U.S. Treasury guarantees it will double in value over 20 years regardless of the stated rate. A Series I bond earns a combination of a fixed rate and an inflation-adjusted rate that resets every six months, so its return tracks inflation more closely but is less predictable in advance.

How long do I have to hold a savings bond?

U.S. savings bonds must be held at least 12 months before they can be redeemed at all. If redeemed before 5 years, you forfeit the most recent 3 months of interest as an early redemption penalty. Bonds continue earning interest for up to 30 years from issue, after which they stop earning interest entirely and should be redeemed.

Is savings bond interest taxable?

Yes, interest is generally subject to federal income tax, though it is exempt from state and local income tax. You can choose to report interest annually or defer reporting it until the bond is redeemed or reaches final maturity. Some savings bond interest used for qualified higher education expenses may also be excluded from federal tax under specific income limits.

How much is my old savings bond worth today?

The value depends on the bond's series, issue date, denomination, and the interest it has accrued since. For an existing paper or electronic bond, look up its exact current redemption value on TreasuryDirect, then project future growth from that value by applying the bond's stated or composite rate with the same compound-interest formula used here.

Do savings bonds compound better than a CD?

It depends on the rates offered at the time. A CD locks in a fixed nominal rate for its term with penalties for early withdrawal, while a savings bond's rate can be fixed (EE) or partly inflation-linked (I), and can only be redeemed after a minimum holding period with its own early-redemption penalty. Compare the actual composite rate of each using their respective calculators rather than assuming one structurally beats the other.

What is the difference between annual and semiannual compounding on a bond?

Semiannual compounding calculates and credits interest twice a year rather than once, so accrued interest starts earning its own interest sooner. On a $200 bond at a 4.2% composite rate over 30 years, semiannual compounding grows it to $695.94, slightly more than the $693.24 that annual compounding at the same nominal rate would produce over the same period.