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CD Calculator

3-Month CD Calculator

See what 90 days in a CD actually earns.

At maturity
$25,264.52
Interest
$264.52
Your CD
$
%

Rate is quoted as

mo

3 months

Common terms

Compounding frequency

Value at maturity
$25,264.52
Total interest earned
$264.52
Effective APY
4.30%

$25,000.00 in a 3 months CD at 4.30% APY, compounded daily, grows to $25,264.52 — that’s $264.52 of interest, averaging $88.17 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
1mo$25,000.00$87.86$25,087.86
2mo$25,000.00$176.04$25,176.04
3mo$25,000.00$264.52$25,264.52

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 3-month CD earn?

A 3-month CD holds your deposit for about 90 days and pays a fixed rate for that period, after which it matures or renews. On a $25,000 deposit at 4.30% APY the term earns $264.52 and matures at $25,264.52; on $10,000 it earns $105.81. Because the term is short, two things follow that do not apply to longer CDs. First, the interest is small enough that a high-yield savings account paying within about 0.30% of the CD rate will usually leave you better off, since it keeps the money liquid for nothing. Second, the early withdrawal penalty — commonly 90 days of interest, which on a 90-day CD is all of it — can consume the entire return and, at many banks, dip into principal. A 3-month CD is therefore worth opening when the rate clearly beats savings and you are certain of the date you need the money back.

Formula & method

How it's calculated

A = P(1 + r/n)^(nt), t = 0.25

The standard compound growth formula with a quarter-year term. Three months is 0.25 years, or 91 days on a daily-compounding basis.

A
Maturity value after roughly 90 days
P
Opening deposit
r
Nominal annual rate as a decimal
n
Compounding periods per year (daily = 365)
t
0.25 — the term expressed in years

Step by step

  1. 1

    Convert the advertised rate to a decimal and divide by n.

  2. 2

    Raise (1 + r/n) to the power of n × 0.25 — roughly 91 daily credits.

  3. 3

    Multiply by the deposit for the 90-day maturity value.

  4. 4

    Subtract the deposit to isolate the interest the quarter earned.

  5. 5

    Compare that figure against three months of high-yield savings interest before committing.

Guide

How to use this calculator

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

    Enter the deposit

    Type the amount you plan to place for the quarter. Short promotional CDs often carry a higher minimum than the bank's standard terms.

  2. 2

    Enter the 3-month rate

    Use the rate quoted specifically for the 3-month term, not the bank's headline rate — the headline usually belongs to a different, longer term.

  3. 3

    Read the interest, not the balance

    On 90 days the maturity value looks almost unchanged. The interest figure is the number that tells you whether the term was worth it.

  4. 4

    Compare against staying liquid

    Check the same deposit for three months in a high-yield savings account. If the gap is small, the CD is buying you very little for the loss of access.

Examples

Worked examples

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

A $25,000 emergency reserve parked for one quarter

Inputs

Deposit
$25,000
Rate
4.30% APY
Term
3 months

Result

Interest earned
$264.52
Maturity value
$25,264.52

A quarter at 4.30% returns $264.52. A high-yield savings account at 4.00% over the same 90 days would pay $246.34 and keep the money available — so the CD is buying $18.18 of extra return in exchange for locking up $25,000. That is a thin trade.

The same CD broken at day 45, with a 90-day interest penalty

Inputs

Deposit
$25,000
Rate
4.30% APY
Withdrawn
Day 45 of 90
Penalty
90 days of interest

Result

Interest earned by day 45
$130.10
Penalty charged
$265.07
Shortfall taken from principal
$134.97

On a 3-month CD a 90-day penalty is larger than the interest the CD can possibly have earned before maturity. Federal rules permit the bank to take the difference out of principal, so breaking a short CD early can return less than you deposited. This is the defining risk of the term.

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.
  • Three months is treated as 0.25 years. Banks count actual days, so a 91- or 92-day quarter pays marginally more than shown.

  • The rate is fixed for the term and interest is retained rather than paid out.

  • The comparison against savings assumes the savings rate holds for the full quarter. Savings rates are variable and can be cut at any time — that is the one advantage the CD has here.

  • Penalty figures use a 90-day-interest convention. Some banks charge one month of interest on short terms, others all interest earned; the disclosure states which.

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.
  • A 90-day interest penalty on a 90-day CD means there is no window in which early withdrawal leaves you ahead. Regulation DD lets institutions take the shortfall from principal, and most reserve the right to.

  • 3-month CDs almost never carry the bank's best rate. Promotional pricing clusters at 6, 7, 11 and 13 months, because those are the terms banks use to attract deposits.

  • The term auto-renews unless you act. A 3-month CD renewing four times a year gives you four short grace periods to miss — set a calendar reminder for the maturity date the day you open it.

  • Because the term is under a year, the quoted APY is an annualised figure you will not actually receive. Earning 4.30% APY for three months yields about 1.06% of the deposit, not 4.30%.

  • Treasury bills at 13 weeks are the direct competitor. They are exempt from state and local income tax, which in a high-tax state can beat a nominally higher CD rate.

Applications

Who this calculator is for

  • Savers with a known 90-day horizon

    Money earmarked for a tax bill, a tuition instalment or a closing date in three months. The date is fixed, so the lock-up costs nothing and the rate is guaranteed.

  • Rate watchers waiting to commit

    If you expect rates to move soon, a 3-month CD holds a floor while keeping you three months from a decision — the shortest lock a CD offers.

  • Anyone comparing against savings

    The honest use of this page is often to talk yourself out of the CD. Run both numbers; on a short term the gap is frequently too small to justify the loss of access.

FAQs

3-Month CD Calculator FAQs

Direct answers to the questions asked most about this calculation. More on the FAQ hub.
  • About a quarter of the annual rate. At 4.30% APY a $25,000 deposit earns $264.52 over three months and $10,000 earns $105.81. The APY is annualised, so a three-month term delivers roughly 1.06% of the deposit rather than 4.30%.

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.

Is 90 days worth locking up?

Run your own deposit and compare the quarter's interest against leaving the money liquid.