Certificate of Deposit (CD) Calculator

How This Calculator Works

A Certificate of Deposit (CD) is a fixed-term deposit that pays a set interest rate as long as your money stays locked in for the full term. Enter the principal, rate, compounding frequency, and term to see the value at maturity — and optionally, what withdrawing early would actually cost after the bank’s penalty.

Unlike a regular savings account, a CD’s rate and term are locked in when you open it — you can’t add more money, and taking money out before the term ends typically triggers an early withdrawal penalty, commonly a set number of months’ worth of interest.

The Formula

$$\text{Maturity Value} = \vA{\text{Principal}}\left(1 + \frac{\vB{\text{Rate}}}{\vC{\text{Compounding Periods}}}\right)^{\vC{\text{Compounding Periods}} \times \vE{\text{Term}}}$$

where $\vA{\text{Principal}}$ is the amount deposited, $\vB{\text{Rate}}$ is the annual interest rate (as a decimal), $\vC{\text{Compounding Periods}}$ is the number of compounding periods per year, and $\vE{\text{Term}}$ is the term in years.

$$\text{Early Withdrawal Penalty} = \frac{\vB{\text{Rate}}}{12} \times \vA{\text{Principal}} \times \vD{\text{Penalty Months}}$$

Banks commonly state the penalty this way: a fixed number of months’ interest on the original principal, deducted from whatever the CD has grown to by the time you withdraw.

Worked Example

A $10,000 CD at 4.5% APY, compounding monthly, over a 12-month term:

1. Maturity Value: $\vA{\$10{,}000} \times \left(1 + \vB{0.045} \div \vC{12}\right)^{12} \approx \$10{,}459.40$.
2. Total interest earned: $459.40.

If you withdrew after 6 months with a 3-month early withdrawal penalty:

1. Value at 6 months (before penalty): ≈ $10,227.12.
2. Penalty (3 months’ interest on the $10,000 principal): $\vB{0.045} \div 12 \times \vA{\$10{,}000} \times \vD{3} = \$112.50$.
3. Value after penalty: ≈ $10,114.62 — still more than the original principal, but a real cost compared to waiting for maturity.