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$
Typical penalty: 3 months for short-term, 6 months for long-term CDs
Maturity Value
$0.00
After 12 months
Total Interest Earned
$0.00
Effective APY
0.00%
If Withdrawn Early
$0.00
After penalty
Penalty Amount
$0.00
Term Maturity Value Interest Earned Effective APY

Estimate the maturity value and total interest earned on a Certificate of Deposit, factor in an early withdrawal penalty, and compare returns across common CD terms.

How It Works

How CD Calculator Works

Maturity value is calculated as deposit × (1 + r/n)^(n×t), where r is the annual percentage yield (APY) as a decimal, n is how many times per year the CD compounds (daily, monthly, quarterly, or annually), and t is the term in years. Interest earned is simply the maturity value minus the original deposit.

The calculator also reports an "effective APY," calculated as (1 + r/n)^n − 1 — this is the true annualized growth rate once compounding frequency is factored in, and it's always slightly higher than the stated rate for anything compounding more often than once a year.

For an early withdrawal, the tool calculates how much interest would have accrued over just the penalty period (e.g. 3 months at the same rate) and subtracts that amount from the maturity value, floored at the original deposit so you never see a result below what you put in. A comparison table then reruns the same maturity formula across common terms (6, 12, 18, 24, 36, and 60 months) so you can see how locking in for longer changes the payout.

Worked Example

See It In Action

A $10,000 deposit at 5.00% APY, compounded monthly, over a 12-month term grows to about $10,511.62$511.62 in interest, giving an effective APY of roughly 5.12%. If you withdraw early and forfeit 3 months of interest (about $125.42) as a penalty, you'd walk away with closer to $10,386.20 instead of the full maturity value.
Real-World Use Cases

Who Uses CD Calculator and Why

  • Comparing the maturity payout of CDs from different banks that quote different APYs and compounding frequencies.
  • Deciding whether locking money into a 12-month vs a 60-month CD is worth the difference in total interest earned.
  • Estimating exactly how much you\'d forfeit by cashing out a CD early instead of waiting for it to mature.
  • Checking whether a bank\'s advertised APY already reflects its compounding frequency or if the effective yield is actually higher.
Common Mistakes

Mistakes to Avoid

  • Comparing two CDs by their stated APY alone without checking compounding frequency — the calculator\'s "effective APY" figure is what actually determines your payout, and it can differ slightly from the number printed in a bank\'s ad.
  • Forgetting that the early withdrawal penalty is measured in months of interest, not a flat percentage of your deposit — a CD held for years but withdrawn after only a few months can still lose a meaningful chunk of the interest earned so far.
  • Assuming a penalty can push your payout below your original deposit — this calculator floors the result at your deposit amount, but not every bank\'s actual policy guarantees that, so check your CD\'s specific terms too.
Pro Tips

Tips for Best Results

  • Use the term comparison table (6 to 60 months) before committing — if rates are similar across terms, a shorter CD often gives you nearly the same return with far less lock-up risk.
  • If there\'s a real chance you\'ll need the cash before maturity, run the early-withdrawal scenario before opening the CD, not after, so the penalty isn\'t a surprise.
Troubleshooting

Fixing Common Problems

My calculated maturity value doesn\'t match my bank\'s official disclosure. — Double check the compounding frequency your bank actually uses (daily vs monthly vs quarterly) — even a small mismatch there changes the result more than most people expect on longer terms.

Glossary

Terms Explained

APY (Annual Percentage Yield): The rate a bank advertises that already factors in compounding — this calculator\'s "effective APY" recomputes it based on the compounding frequency you select.

Early withdrawal penalty: A forfeiture of a set number of months\' worth of interest charged for taking money out of a CD before its maturity date.

FAQ

Frequently Asked Questions

What is the difference between APY and the interest rate?
APY (annual percentage yield) already accounts for compounding, so it reflects your true annual return. This calculator lets you set both the stated APY and a separate compounding frequency, then reports the resulting "effective APY" so you can see how compounding more often nudges your actual return above the stated rate.
How is the early withdrawal penalty calculated?
The calculator works out how much interest would have accrued over just the penalty period (measured in months, entered by you) at your CD's rate, then subtracts that amount from the maturity value. Your payout is never allowed to fall below your original deposit.
Does compounding frequency really make a noticeable difference?
For most everyday CD rates, the difference between daily and annual compounding is small — often a fraction of a percentage point of effective APY — but it compounds further on larger deposits or longer terms, so it's still worth comparing when rates are close between banks.
Why does a longer CD term usually pay a higher total return?
Because interest has more time to compound on itself, longer terms produce a larger total dollar payout for the same rate — that's why the comparison table shows increasing maturity values from 6 months out to 5 years, even before accounting for any rate differences banks offer on longer terms.
What's a typical early withdrawal penalty?
Banks commonly charge a penalty equal to a set number of months of interest — often around 3 months for short-term CDs (under a year) and 6 months or more for longer-term CDs. Always check your specific CD's terms, since penalties vary by institution.