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CD Calculator

3-Year CD Calculator

See what three years in a CD actually earns.

Bei Fälligkeit
28.000,10 $
Zinsen
3.000,10 $
Ihr CD
$
%

Zinssatz angegeben als

Mon.

3 Jahre

Übliche Laufzeiten

Zinseszins-Intervall

Wert bei Fälligkeit
28.000,10 $
Gesamtzinsen
3.000,10 $
Effektiver APY
3,85%

25.000,00 $ in einem CD über 3 Jahre zu 3,85% APY, täglich verzinst, wächst auf 28.000,10 $ — das sind 3.000,10 $ Zinsen, im Schnitt 83,34 $ pro Monat.

Guthaben über die Laufzeit

KapitalZinsen
Die Zahlen als Tabelle anzeigen
Guthaben über die Laufzeit
MonatKapitalZinsenGuthaben
Bei Eröffnung25.000,00 $0,00 $25.000,00 $
7mo25.000,00 $557,03 $25.557,03 $
14mo25.000,00 $1.126,48 $26.126,48 $
22mo25.000,00 $1.792,83 $26.792,83 $
29mo25.000,00 $2.389,81 $27.389,81 $
3y25.000,00 $3.000,10 $28.000,10 $

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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Formeln und Inhalte zuletzt geprüft . Bankzinsen ändern sich häufig – bestätigen Sie die aktuellen Konditionen direkt bei Ihrem Institut.

Die kurze Antwort

How much does a 3-year CD earn?

A 3-year CD fixes your rate for 36 months, which is long enough that the compounding starts to do real work and short enough that it does not dominate your savings plan. A $25,000 deposit at 3.85% APY earns $3,000.10 and matures at $28,000.10; on $50,000 the same term returns $56,000.19. Against rolling a one-year CD three times at 4.25%, the three-year lock currently finishes $324.79 behind — which is the cost of removing three years of reinvestment risk from your plan. Three years is also where the early withdrawal penalty becomes a genuine constraint rather than a footnote: most banks charge 180 to 365 days of interest at this term, so breaking the CD in year one can leave you with less than you deposited. The term suits money you are confident you will not touch, in a plan where knowing the exact figure three years out is worth more than the last few basis points.

Formel & Methode

So wird gerechnet

A = P(1 + r/n)^(nt), t = 3

Three years of compounding. On $25,000 at 3.85% the third year alone contributes $1,037.80.

A
Maturity value after 36 months
P
Opening deposit
r
Nominal annual rate as a decimal
n
Compounding periods per year (daily = 365)
t
3 — the term in years

Schritt für Schritt

  1. 1

    Convert the 36-month rate to a decimal and divide by n.

  2. 2

    Raise (1 + r/n) to the power n × 3.

  3. 3

    Multiply by the deposit for the maturity value.

  4. 4

    Subtract the deposit for the total interest across the three years.

  5. 5

    Compare against the one-year rate cubed to see what the lock is costing or saving.

Anleitung

So verwenden Sie diesen Rechner

Vier Eingaben, sofortige Ergebnisse. Nichts abzuschicken und nichts zu registrieren.
  1. 1

    Enter your deposit

    Type the amount or drag the slider. Three years of interest on a large deposit can push the balance past the $250,000 insurance limit — check the maturity value, not the opening figure.

  2. 2

    Enter the 36-month rate

    Use the rate quoted for the three-year term. Credit unions are frequently more competitive than banks at this length.

  3. 3

    Read the year-by-year chart

    The growth chart makes the compounding visible: each year adds more than the last on an unchanged rate.

  4. 4

    Check the penalty before committing

    At three years the penalty is usually 180 to 365 days of interest. Confirm which, because it decides whether an early exit is survivable.

Beispiele

Rechenbeispiele

Echte Zahlen, vollständig durchgerechnet – damit Sie den Rechner gegen Ihre eigenen Werte prüfen können.

A $25,000 deposit in a 36-month CD

Eingaben

Deposit
$25,000
Rate
3.85% APY
Term
36 months

Ergebnis

Year 1 interest
$962.50
Year 2 interest
$999.56
Year 3 interest
$1,038.04
Maturity value
$28,000.10

The third year pays $75.54 more than the first at an identical rate. Over three years compounding adds $112.60 above what simple interest would have produced — small in absolute terms, and the beginning of the curve that makes long CDs work.

Three years locked versus rolling a 1-year CD three times, on $25,000

Eingaben

36-month CD
3.85% APY
Three 12-month CDs
4.25% APY, rate assumed to hold
Deposit
$25,000

Ergebnis

Locked for 36 months
$28,000.10
Rolled three times at 4.25%
$28,324.89
Advantage to rolling
$324.79

Rolling is $324.79 ahead if short rates hold for three years — and that is a long time to assume anything. The three-year CD converts an unknown into a known for about 1.2% of the deposit, which is a defensible price for anyone who needs the figure to be certain.

Methodik

Genauigkeit & Annahmen

Jeder Rechner trifft Annahmen. Hier sind unsere, klar benannt, damit Sie genau wissen, was die Zahlen berücksichtigen – und was nicht.
  • The rolling comparison holds the one-year rate at 4.25% for all three years. Over a three-year horizon that assumption is doing a great deal of work.

  • Interest compounds inside the CD for the full term. Taking it as income removes the year-on-year growth shown in the first example.

  • The rate is fixed. Step-rate and bump-up CDs at this term follow a schedule instead and need to be priced period by period.

  • Figures are gross of tax. A three-year CD produces taxable interest in three separate years, all payable before maturity.

Die Konventionen folgen Regulation DD (12 CFR 1030), die regelt, wie US-Institute den APY auf Einlagenkonten ausweisen. Einlagen bei versicherten Instituten sind durch die FDIC bis $250,000 je Einleger, je Bank und je Kontoart geschützt.

Primärquellen

Woher diese Regeln stammen

Die Konventionen, denen dieser Rechner folgt, werden von Aufsichtsbehörden festgelegt, nicht von uns. Jede verweist auf die herausgebende Stelle, damit Sie sie nachprüfen können, statt uns glauben zu müssen.

Einzelheiten

Wichtige Details und Regeln

Schnell erfassbare Fakten, die Sie vor dem Abschluss oder der Verlängerung eines CD kennen sollten.
  • Three years is roughly where the early withdrawal penalty stops being a footnote. A 365-day penalty on $25,000 at 3.85% is $962.50 — more than the entire first year's interest, so breaking in year one returns less than the deposit.

  • Credit union share certificates are often most competitive at the two-to-four-year range. Coverage comes from the NCUA rather than the FDIC, at the same $250,000 limit and with the same government backing.

  • The interest is taxed annually as ordinary income, so a three-year CD produces three 1099-INT forms and three tax bills on money you cannot reach.

  • Inflation matters at this length. Three years at 3.85% with inflation at 2.5% is a real return of about 1.3% a year — positive, but a long way from the headline.

  • A 36-month rung is the natural middle of a five-year ladder. If the whole plan is one three-year CD, consider splitting it across 1, 2 and 3-year terms instead for the same average yield and far more flexibility.

Anwendungen

Für wen dieser Rechner gedacht ist

  • Savers with a defined three-year goal

    A deposit, a planned renovation, a school fee. Knowing the exact figure available on a specific date three years out is worth more to a plan than an extra 0.40%.

  • Anyone expecting rate cuts

    Three years is a substantial lock. If your view is that short rates are heading down, this is the term where that view starts to pay for itself.

  • Conservative portfolio holders

    For the fixed-income sleeve of a portfolio, a 36-month CD is a guaranteed-return, insured alternative to a short-duration bond fund — without the mark-to-market movement.

Häufige Fragen

3-Year CD Calculator – häufige Fragen

Direkte Antworten auf die Fragen, die zu dieser Berechnung am häufigsten gestellt werden. Mehr dazu in der FAQ-Übersicht.
  • At 3.85% APY, a $25,000 deposit earns $3,000.10 over the term and matures at $28,000.10. The three years pay $962.50, $999.56 and $1,038.04 respectively — each larger than the last, because each is earned on a bigger balance.

Sicherheit & Datenschutz

Ihre Zahlen verlassen Ihren Browser nie

Jede Berechnung auf dieser Website läuft als JavaScript auf Ihrem eigenen Gerät. Es gibt kein Konto, keinen Serveraufruf und keine Analyse, die an Ihre Eingaben geknüpft wäre.
  • Formeln nach Bankstandard

    Verwendet dieselben Zinseszins- und APY-Konventionen wie Banken unter Regulation DD.

  • 100 % kostenlos, ohne Login

    Keine Registrierung, keine E-Mail-Hürde, keine Bezahlschranke. Jeder Rechner ist beim ersten Besuch voll nutzbar.

  • Ihre Daten verlassen Ihren Browser nie

    Jede Berechnung läuft clientseitig in JavaScript. Nichts wird an einen Server gesendet oder gespeichert.

Ausgeliefert über HTTPS ohne gemischte Inhalte. Lesen Sie unsere Datenschutzerklärung oder sehen Sie sich die Formeln und die Methodik hinter jeder Zahl an.

Three years, priced exactly

See the year-by-year interest, the maturity value and what the lock-up is costing against staying short.