CD Calculator - Maturity Value and Interest (2026)
Calculate certificate-of-deposit maturity value, interest earned and an optional early-withdrawal scenario using the APY, deposit and term you enter.
A $10,000 certificate of deposit at 4.50% APY grows to $10,450 after 12 months, earning $450 in interest before any penalty. Keeping the same $10,000 deposit at 4.50% APY for 24 months grows to $10,920 and earns $920 in interest. According to the FDIC National Rates data for July 2026, the national average yield for a 12-month CD was 1.68% while top nationally available 12-month CDs paid up to 4.40% APY. Enter your deposit, APY and term below to see your exact maturity value and penalty scenario.
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How to Use the CD Calculator
Enter Your Opening Deposit
Enter the amount you will lock in, typically $500 to $10,000 for most online CDs. Coverage is $250,000 per depositor per insured bank per ownership category.
Enter the APY from the Disclosure
Use the APY printed on the bank disclosure, not the simple rate, because APY already reflects compounding. Top 12-month CDs paid 4.00% to 4.40% APY in August 2026.
Select the CD Term in Months
Choose 3, 6, 12, 24, 36 or 60 months. The term sets maturity date and the penalty window if you withdraw early.
Add an Early-Withdrawal Scenario (Optional)
Enter the month you might need cash and the penalty in months of interest, usually 3 months for short terms and 6 months for terms over 12 months.
Review Maturity Value and Growth Table
Check total interest, net payout after penalty, and the month-by-month balance growth table and chart for your exact plan.
Maturity Value for $10,000 CD by APY and Term (2026)
| APY | 6 months | 12 months | 24 months | 36 months |
|---|---|---|---|---|
| 1.68% (national avg) | $10,084 | $10,168 | $10,339 | $10,513 |
| 2.50% | $10,124 | $10,250 | $10,506 | $10,769 |
| 3.00% | $10,149 | $10,300 | $10,609 | $10,927 |
| 4.00% | $10,198 | $10,400 | $10,816 | $11,249 |
| 4.50% (top 12-mo) | $10,223 | $10,450 | $10,920 | $11,412 |
| 5.00% | $10,247 | $10,500 | $11,025 | $11,576 |
| 4.25% (HYSA avg) | $10,210 | $10,425 | $10,868 | $11,330 |
How Does APY Work on a Certificate of Deposit?
A certificate of deposit pays a fixed yield quoted as Annual Percentage Yield (APY), which is the effective annual return after compounding. Unlike a simple interest rate, APY already includes the effect of interest earning interest inside the year, so you do not apply a separate compounding frequency on top of it. The calculator converts APY to an equivalent monthly rate with r = (1 + APY)^(1/12) - 1 and grows the deposit as Maturity value = Deposit x (1 + APY)^(months/12).
For example, a $10,000 deposit at 4.50% APY implies a monthly rate of about 0.367% (1.045^(1/12) - 1 = 0.003674). After 12 months the balance is $10,000 x 1.045 = $10,450, which is $450 of interest. According to the FDIC National Rates data for July 2026, the national average 12-month CD was 1.68% APY while nationally available top 12-month CDs paid up to 4.40% APY (Source: FDIC, fdic.gov/resources/resolutions/bank-failures/failed-bank-list/rates.html). Your bank disclosure controls your exact compounding and crediting dates, so use the APY from that document. To see how frequent compounding drives long-term growth on flexible accounts, compare with the Compound Interest Calculator.
CD vs High-Yield Savings Account: Which Earns More in 2026?
Locking money in a CD guarantees the rate for the term, while a high-yield savings account keeps the rate variable but keeps cash instantly accessible. The math trade-off is clear in dollars. For $10,000 held 12 months in July 2026 conditions:
| Account type | Assumed APY | Value after 12 months | Interest |
|---|---|---|---|
| Traditional savings | 0.40% | $10,040 | $40 |
| National-average 12-mo CD | 1.68% | $10,168 | $168 |
| Competitive high-yield savings | 4.25% | $10,425 | $425 |
| Top 12-mo CD | 4.50% | $10,450 | $450 |
The top CD beats the top high-yield savings by only $25 over one year on $10,000, while the national-average CD beats a 0.40% traditional account by $128. Over 24 months the CD advantage compounds: $10,000 at 4.50% APY becomes $10,920 versus $10,085 at 0.40% (Source: FDIC National Rates, July 2026 — fdic.gov). Use the High-Yield Savings Calculator to model the same deposit and monthly additions at both yields side-by-side, and keep emergency cash outside any CD in an accessible account you can track with the Emergency Fund Calculator.
What CD Term Should You Choose and How Do Penalties Work?
Term length determines both yield and liquidity. In 2026 banks paid similar or slightly lower APYs for longer terms because the Federal Reserve held the federal funds target at 3.50% to 3.75% from January through August 2026 (Source: Federal Reserve, federalreserve.gov - H.15 Selected Interest Rates). Typical retail menus were 3, 6, 12, 24 and 60 months, with best 12-month offers around 4.00% to 4.40% APY and many 60-month offers near 3.25% APY.
Early withdrawals trigger the penalty stated in the disclosure, usually 1 to 6 months of interest. The calculator models this as Penalty = Deposit x monthly rate x penalty months, where monthly rate = (1+APY)^(1/12)-1. For a $10,000 CD at 4.50% APY withdrawn at month 6 with a 3-month penalty: interest accrued is $10,000 x (1.045^(0.5)-1) = $222.52, penalty is $10,000 x 0.003674 x 3 = $110.22, net interest is $112.30 and net payout is $10,112.30. If withdrawn at month 3 with a 6-month penalty, net interest can be near zero or negative early in the term. A CD ladder - splitting money across 6, 12, 24 and 36-month CDs - keeps a maturity every 6 to 12 months while averaging the yields. FDIC insurance covers up to $250,000 per depositor, per insured bank, per ownership category (Source: FDIC, fdic.gov).
How Much Difference Does a 1% Higher APY Really Make?
A small APY difference compounds into real dollars as balances and time grow. For a $10,000 deposit held 24 months, every 1.00 percentage point of APY adds about $210 to maturity value near the 4% range. According to FDIC July 2026 data, moving from the 1.68% national average to a 4.50% top CD adds $582 in interest over 24 months on $10,000 ($339 vs $920) (Source: FDIC, fdic.gov).
At 3.50% APY for 24 months, maturity is $10,712.25 with $712.25 interest; at 4.50% APY it is $10,920.25 with $920.25 interest, a $208.00 gain. On $25,000 the same 1-point gain adds $520. Over 36 months the gap is about $323 per $10,000 ($11,087.18 vs $11,411.66). A 0.50% improvement is $50 per year per $10,000, so shopping matters above $5,000 for 12-month terms. Treat projections as scenarios because variable savings rates track the Federal Reserve and can change monthly.
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