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CD Calculator

1-Year CD Calculator

See what twelve months in a CD actually earns.

At maturity
$26,062.50
Interest
$1,062.50
Your CD
$
%

Rate is quoted as

mo

1 year

Common terms

Compounding frequency

Value at maturity
$26,062.50
Total interest earned
$1,062.50
Effective APY
4.25%

$25,000.00 in a 1 year CD at 4.25% APY, compounded daily, grows to $26,062.50 — that’s $1,062.50 of interest, averaging $88.54 per month.

Balance over the term

PrincipalInterest
View the figures as a table
Balance over the term
MonthPrincipalInterestBalance
At opening$25,000.00$0.00$25,000.00
2mo$25,000.00$174.03$25,174.03
5mo$25,000.00$437.34$25,437.34
7mo$25,000.00$614.41$25,614.41
10mo$25,000.00$882.33$25,882.33
1y$25,000.00$1,062.50$26,062.50

Calculated in your browser using A = P(1 + r/n)nt. Nothing is sent to a server. Figures are before tax; confirm exact terms with your bank.

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Formulas and content last reviewed . Bank rates change frequently — confirm current rates directly with your institution.

The short answer

How much does a 1-year CD earn?

A 1-year CD is the reference term for the whole market — it is the one where the quoted APY and the return you actually receive are the same number. A $25,000 deposit at 4.25% APY earns exactly $1,062.50 and matures at $26,062.50; $10,000 earns $425.00, which is $35.42 a month if you take the interest as income. Because the term matches the annualisation period, no conversion is needed and comparison against any other saving option is direct. The thing that most often goes wrong with a 12-month CD is not the rate but the renewal: the term rolls automatically at the end of a 7-to-10-day grace period, at whatever the bank's standard 12-month rate is on that day. Savers who opened on a promotional rate and did nothing at maturity frequently find the second year paying a full percentage point less than the first.

Formula & method

How it's calculated

A = P(1 + r/n)^(n), t = 1

At a one-year term the exponent collapses to n, and the APY is exactly the return you receive.

A
Maturity value after twelve months
P
Opening deposit
r
Nominal annual rate as a decimal
n
Compounding periods per year (daily = 365)
t
1 — the term in years

Step by step

  1. 1

    If the bank quoted an APY, multiply the deposit by (1 + APY) and you are finished.

  2. 2

    If it quoted a nominal APR, divide by n and raise (1 + r/n) to the power n.

  3. 3

    Multiply by the deposit for the maturity value.

  4. 4

    Subtract the deposit for the year's interest.

  5. 5

    Divide that by twelve for the monthly interest figure, if you plan to draw it.

Guide

How to use this calculator

Four inputs, live results. Nothing to submit and nothing to sign up for.
  1. 1

    Enter your deposit

    Type the amount or drag the slider. Twelve-month CDs generally carry the lowest minimums on the sheet, often $500 or $1,000.

  2. 2

    Enter the 12-month rate

    Set the toggle to APY if that is how the bank quoted it. On a one-year term an APY needs no conversion — the maturity value is simply deposit × (1 + APY).

  3. 3

    Check the monthly figure

    Divide the year's interest by twelve if you intend to draw the interest rather than compound it. Drawing it lowers the maturity value.

  4. 4

    Plan the renewal now

    Note the maturity date and the grace period before you open. That single step is worth more than a 0.10% better rate.

Examples

Worked examples

Real numbers, worked all the way through — so you can sanity-check the calculator against your own figures.

A $25,000 deposit in a standard 12-month CD

Inputs

Deposit
$25,000
Rate
4.25% APY
Term
12 months

Result

Interest earned
$1,062.50
Maturity value
$26,062.50
Monthly interest
$88.54

At a one-year term the APY and the realised return are identical — 4.25% quoted, 4.25% received. This is the only term where that is true, which is why the 12-month CD is the standard benchmark for comparing offers.

A promotional CD left to auto-renew at the standard rate

Inputs

Deposit
$25,000
Year 1 — promotional
4.25% APY
Year 2 — standard rate on renewal
3.25% APY

Result

Balance after year 1
$26,062.50
Balance after year 2
$26,909.53
Year 2 interest
$847.03
Cost of not acting
$260.63

Missing the grace period cost $260.63 in a single year — more than a quarter of the first year's interest, and far more than any realistic difference between two banks' opening rates. Diarise the maturity date the day you open the CD.

Methodology

Accuracy & assumptions

Every calculator makes assumptions. Here are ours, stated plainly, so you know exactly what the numbers do and do not account for.
  • Interest is retained in the CD. Taking the monthly interest as income lowers the maturity value, because the withdrawn interest stops compounding.

  • The rate is fixed for the full twelve months, which is standard for a fixed-rate CD but not for a step-rate or bump-up product.

  • The renewal example uses an illustrative standard rate. Check your own bank's non-promotional 12-month rate — the gap is often wider than the one shown.

  • Figures are gross of tax. A full year of interest above $10 is reported to the IRS on Form 1099-INT.

Conventions follow Regulation DD (12 CFR 1030), which governs how US institutions disclose APY on deposit accounts. Deposits at insured institutions are FDIC-protected up to $250,000 per depositor, per bank, per ownership category.

Primary sources

Where these rules come from

The conventions this calculator follows are set by regulators, not by us. Each one links to the issuing body so you can check it rather than take our word for it.

Details

Key details and rules

Scannable facts worth knowing before you open or renew a CD.
  • One year is the only term where APY and realised return coincide, which makes it the natural unit for comparing everything else. A 4.40% six-month CD and a 3.80% five-year CD are both quoted per year so they can be lined up against this one.

  • Auto-renewal is the default at nearly every institution. The grace period is typically 7 to 10 calendar days from maturity, and it is the only window in which you can move the money without a penalty.

  • Promotional 12-month rates almost never renew at the promotional rate. Treat the second year as unpriced until you see the sheet on the maturity date.

  • A 13-month or 15-month promotional CD is often priced above the standard 12-month term. If your horizon has any give in it, check the odd terms before defaulting to twelve.

  • Early withdrawal on a one-year CD is typically penalised at 90 days of interest. Breaking a $25,000 CD at 4.25% after six months costs $261.99 against $525.72 earned — you keep roughly half.

Applications

Who this calculator is for

  • Savers with a one-year horizon

    Money for a car, a wedding or a tax bill twelve months out. The date is known, the rate is fixed, and the comparison against any alternative is direct because everything is quoted annually.

  • Ladder builders

    The 12-month rung is the backbone of most CD ladders. Once a five-rung ladder is mature, one rung comes due each year and gets reinvested at the longest term.

  • Anyone renewing an existing CD

    If a CD is coming due, this page prices the renewal against what you could get by moving. The grace period is short — knowing the number before it opens is what makes acting possible.

FAQs

1-Year CD Calculator FAQs

Direct answers to the questions asked most about this calculation. More on the FAQ hub.
  • At 4.25% APY, exactly $1,062.50 — maturing at $26,062.50, or $88.54 a month if you draw the interest. On a one-year term the APY is the return, so no conversion is needed.

Security & privacy

Your numbers never leave your browser

Every calculation on this site runs as JavaScript on your own device. There is no account, no server call, and no analytics attached to the figures you enter.
  • Bank-standard formulas

    Uses the same compound interest and APY conventions as banks under Regulation DD.

  • 100% free, no login

    No signup, no email wall, no paywall. Every calculator is fully usable on first visit.

  • Your data never leaves your browser

    Every calculation runs client-side in JavaScript. Nothing is sent to a server or stored.

Served over HTTPS with no mixed content. Read our privacy policy or see the formulas and methodology behind every figure.

Price your twelve months

See the interest, the monthly figure and what auto-renewal at a lower rate would cost you.