Savings.Calculator
🏦 CDs · 2026

CD Calculator

This calculator shows what your certificate of deposit will be worth at maturity. Enter your deposit amount, the CD term in months, and the APY offered by your bank. It also estimates the cost of early withdrawal so you can weigh the penalty against keeping the CD to term.

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Value at maturity

of interest over months.

  • Deposit
  • APY
  • Interest earned
  • If you break it early
  • At maturity

Maturity Value and How It Is Calculated

A CD earns interest at a fixed rate for a set period. The maturity value is your original deposit plus all interest earned. The formula is the same compound interest calculation used for any savings product: FV = P(1 + r/n)^(nt). Most banks compound CD interest daily or monthly. Take $8,000 deposited into an 18-month CD at an illustrative 4.25% APY. Compounded monthly, your balance at maturity reaches approximately $8,526. That is roughly $526 in interest for locking your money away for a year and a half. The key difference between a CD and a regular savings account is the commitment. You agree to leave the money untouched for the full term. In exchange, the bank typically offers a higher rate than you would get in a standard or high-yield savings account. That trade-off only works if you genuinely will not need the funds before the maturity date.

What Early Withdrawal Actually Costs

Most banks charge an early withdrawal penalty if you break a CD before its maturity date. The penalty is usually expressed in months of interest. A common structure is 90 days of interest for CDs under 12 months and 180 days for longer terms, though every bank sets its own rules. On the $8,000 example at an illustrative 4.25% APY, six months of interest comes to roughly $170. If you withdraw at month 12 six months early you have earned approximately $345 in interest but give back $170, leaving you with a net gain of about $175. You still come out ahead of a zero-interest checking account, but well behind what the full term would have produced. Before opening a CD, check the specific penalty with your bank and compare it against the rate you could earn in a no-penalty alternative. If there is any chance you will need the money early, a no-penalty CD or a high-yield savings account may serve you better.

Penalty structures vary by bank. The estimates here use a common formula, but confirm the exact terms with your institution before opening a CD.

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Sources

    Interest formula: FV = P(1 + r/n)^(nt). Penalty conventions: bank-specific; examples use 90-day and 180-day structures.
  • Annual percentage yield formula — Truth in Savings Act, Regulation DD, 12 CFR Part 1030, Appendix A (Consumer Financial Protection Bureau).
  • Compound interest and annuity formulas — standard financial mathematics; every figure is computed from the inputs you enter.