Numfino

CD Calculator

Work out what a certificate of deposit will earn: interest, the balance at maturity, the effective yield after compounding, and the effect of tax on the interest.

USD
%
months
%
Interest earned$459.40
Interest earned$459.40
Balance at maturity$10,459
Interest before tax
$459.40
Tax
$0.00
Effective annual yield
4.59%
Interest per month on average
$38.28
  • Deposit$10,00095.6%
  • Interest$459.404.4%

How to use this calculator

  1. Enter your Deposit and the Annual interest rate the bank quotes for the CD.
  2. Set the Term in months and choose how often interest is added under Compounding (daily, monthly, annually or simple).
  3. If you want an after-tax figure, enter your Tax on interest rate.
  4. Read Interest earned and Balance at maturity, and compare the Effective annual yield between CDs.

How CD interest is calculated

A certificate of deposit pays a fixed rate for a fixed term. If interest compounds, each period's interest is added to the balance and earns interest itself. The more often it compounds, the slightly higher the final amount.

A = P · (1 + r/m)^(m·t)     Yield = (A / P)^(1/t) − 1
  • P = deposit
  • r = annual interest rate (as a decimal)
  • m = compounding periods per year (12 for monthly, 365 for daily)
  • t = term in years (months ÷ 12)
  • A = value at maturity before tax

The calculator applies the compound growth formula to your deposit for the term, then subtracts the tax percentage from the interest. The effective annual yield restates the result as a once-a-year rate so different CDs can be compared fairly.

Example: $10,000 at 4.5% for one year

With monthly compounding, the CD earns $459.40, leaving $10,459.40 at maturity. The effective annual yield is 4.59%, a little above the quoted 4.5% because of compounding. That averages $38.28 of interest per month.

Compounding annually gives $450.00 (4.50% yield) and daily compounding $460.25 (4.60%). The difference between daily and annual compounding on $10,000 is about $10, so the stated rate and term matter more than the compounding schedule.

Term and tax matter more than compounding

Keeping the same 4.5% rate for 60 months earns $2,517.96 with monthly compounding. If 22% of the interest goes to tax on the one-year example, you keep $358.33 of the $459.40, not the full amount. Interest on a CD is generally taxable in the year it is credited in many countries, even if you cannot withdraw it yet, so check your own rules.

A longer term usually pays a higher rate but locks your money up. Compare how much extra the longer CD earns after tax against the penalty for breaking it early.

How to use the result to decide

Compare CDs by APY and by what you keep after tax and inflation. A 4.59% yield means little if inflation is higher; the real rate of return calculator shows your purchasing-power gain. To convert a quoted rate into a yield, use the APY calculator.

If you may need the money early, weigh the early-withdrawal penalty against the extra rate. A shorter CD or a savings account may fit better. The savings goal calculator helps match a CD term to a goal date.

Ways to get more from CDs

  • Shop rates across banks, credit unions and online banks; the same term can differ widely.
  • Build a ladder of CDs maturing at different dates so some cash is always becoming available.
  • Check the early-withdrawal penalty before opening the account.
  • Confirm the bank or credit union is covered by deposit insurance (FDIC or NCUA in the U.S.) and stay within the coverage limits.
  • Know what happens at maturity: many CDs renew automatically at the then-current rate.

Assumptions and limits

The calculator assumes a fixed rate, one deposit, no withdrawals and a single flat tax rate on interest. It does not include early-withdrawal penalties, fees, variable-rate or step-up CDs, brokered CD pricing, or the exact day-count rules a bank uses.

Your bank's disclosure shows the APY and maturity value it will actually pay; use this tool to compare options before you decide.

Frequently asked questions

How much interest will $10,000 earn in a CD?

At 4.5% for one year compounded monthly, about $459. The amount scales with the rate and term, so enter your own figures.

What is the difference between interest rate and APY on a CD?

The rate is the stated yearly rate; APY includes the effect of compounding. A 4.5% rate compounded monthly gives about 4.59% APY.

Is CD interest taxable?

Generally yes, as ordinary income, usually in the year it is credited. Enter your tax rate to see the after-tax result and confirm details with a tax professional.

What happens if I withdraw from a CD early?

Most banks charge a penalty, often several months of interest. It can reduce your earnings or even part of the principal, so read the account terms.

Is a CD safe?

CDs at insured institutions are covered up to the deposit insurance limit. The main risk is inflation and missing out on higher rates, not losing principal.

Sources and further reading

Last reviewed October 10, 2026 · How we calculate