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CD Calculator

6-Month CD Calculator

See what six months in a CD actually earns.

Al vencimiento
25.544,08 US$
Interés
544,08 US$
Tu CD
$
%

El tipo se expresa como

m

6 meses

Plazos habituales

Frecuencia de capitalización

Valor al vencimiento
25.544,08 US$
Interés total ganado
544,08 US$
APY efectivo
4,40%

25.000,00 US$ en un CD a 6 meses al 4,40% APY, con capitalización diaria, crece hasta 25.544,08 US$: son 544,08 US$ de intereses, una media de 90,68 US$ al mes.

Saldo durante el plazo

CapitalInterés
Ver las cifras en una tabla
Saldo durante el plazo
MesCapitalInterésSaldo
En la apertura25.000,00 US$0,00 US$25.000,00 US$
1mo25.000,00 US$89,87 US$25.089,87 US$
2mo25.000,00 US$180,06 US$25.180,06 US$
4mo25.000,00 US$361,42 US$25.361,42 US$
5mo25.000,00 US$452,58 US$25.452,58 US$
6mo25.000,00 US$544,08 US$25.544,08 US$

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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La respuesta corta

How much does a 6-month CD earn?

A 6-month CD locks your deposit for half a year at a fixed rate, and at most banks it is the best-priced short term on the sheet — banks compete hardest here because six months is where deposit money is most mobile. At 4.40% APY a $10,000 deposit earns $217.63 and matures at $10,217.63; $25,000 earns $544.08. The half-year term means you receive roughly half the advertised APY: 4.40% APY over six months is about 2.18% of your deposit, not 4.40%. The interesting comparison is not against savings but against the one-year CD. Rolling a 6-month CD twice at 4.40% produces $26,100.00 on $25,000, against $26,062.50 for a single 12-month CD at 4.25% — the shorter term wins by $37.50, provided the rate is still there in six months. That proviso is the entire decision.

Fórmula y método

Cómo se calcula

A = P(1 + r/n)^(nt), t = 0.5

Half a year of compounding. At 4.40% APY that returns about 2.18% of the deposit, not 4.40%.

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

Paso a paso

  1. 1

    Convert the 6-month rate to a decimal and divide by n.

  2. 2

    Raise (1 + r/n) to the power n × 0.5 — about 182 daily credits.

  3. 3

    Multiply by the deposit for the six-month maturity value.

  4. 4

    Subtract the deposit to isolate the interest.

  5. 5

    To test rolling, square the six-month growth factor and compare it against a 12-month CD.

Guía

Cómo usar esta calculadora

Cuatro datos, resultados en vivo. No hay nada que enviar ni ningún registro.
  1. 1

    Enter your deposit

    Type the amount or drag the slider. Six-month promotional CDs sometimes require a higher minimum than the standard tier — check before you assume the rate applies.

  2. 2

    Use the 6-month rate specifically

    Banks price each term separately and the six-month line is often the most competitive. Do not carry over the rate from a different term.

  3. 3

    Read the interest figure

    You receive roughly half the annualised APY over six months. The interest tile shows the actual dollars rather than the annualised percentage.

  4. 4

    Test it against 12 months

    Switch the term chip to 12 and compare. If the six-month rate is higher, you are being paid to stay flexible — but only until it renews.

Ejemplos

Ejemplos resueltos

Cifras reales, resueltas de principio a fin, para que puedas contrastar la calculadora con tus propios números.

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

Datos

Deposit
$25,000
Rate
4.40% APY
Term
6 months

Resultado

Interest earned
$544.08
Maturity value
$25,544.08
Return over the term
2.18%

The 4.40% APY delivers 2.18% across six months. Savers routinely expect the full 4.40% and are disappointed at maturity — the APY is a per-year figure and the term is half a year.

Rolling a 6-month CD twice versus one 12-month CD, on $25,000

Datos

6-month rate
4.40% APY, rolled at the same rate
12-month rate
4.25% APY
Deposit
$25,000

Resultado

Two 6-month terms
$26,100.00
One 12-month term
$26,062.50
Advantage to rolling
$37.50

Rolling wins by $37.50 only if the second six-month rate matches the first. If it renews 0.50% lower you finish at $26,037.43 — behind the 12-month CD. The 12-month term is buying rate certainty, and $37.50 is what that certainty costs.

Metodología

Precisión y supuestos

Toda calculadora parte de supuestos. Estos son los nuestros, dichos con claridad, para que sepas exactamente qué contemplan las cifras y qué no.
  • Six months is treated as 0.5 years. Banks count actual days, so a 181- or 184-day half-year differs marginally from the figure shown.

  • The rolling comparison holds the second-term rate constant, which is the assumption most likely to be wrong. It is shown to make the trade-off visible, not as a forecast.

  • The rate is fixed and the interest compounds inside the CD rather than being paid out.

  • The savings comparison assumes the savings rate persists. It is variable and can be reduced without notice.

Las convenciones siguen la Regulation DD (12 CFR 1030), que regula cómo las entidades estadounidenses divulgan el APY en cuentas de depósito. Los depósitos en entidades aseguradas están protegidos por la FDIC hasta 250.000 USD por depositante, por banco y por categoría de titularidad.

Fuentes primarias

De dónde salen estas reglas

Las convenciones que sigue esta calculadora las fijan los reguladores, no nosotros. Cada una enlaza al organismo que la emite para que puedas comprobarla en lugar de creernos.

Detalles

Datos y reglas clave

Hechos concretos que conviene conocer antes de abrir o renovar un CD.
  • Six months is where promotional pricing concentrates. If one term on a bank's sheet is materially above the others, it is frequently this one — and it usually reverts to a standard rate on renewal.

  • A 90-day interest penalty on a six-month CD costs roughly half the term's interest. On $25,000 at 4.40% that is about $271 against $544 earned, so an early withdrawal at the halfway point still leaves you ahead of zero — unlike a 3-month CD.

  • The APY is annualised regardless of term length. Regulation DD requires it, which is what makes a six-month CD comparable with a five-year one, but it is also why the interest looks smaller than savers expect.

  • A six-month CD renews twice a year, so you face the reinvestment decision twice as often as on a one-year term. On an inverted curve that is an advantage; when rates are falling it is the main risk.

  • Pairing a six-month CD with a longer one is the simplest form of laddering — half the money stays liquid within six months, half captures the longer rate.

Aplicaciones

Para quién es esta calculadora

  • Savers who want yield without a long lock

    Six months is the shortest term that reliably carries a competitive rate. It is the default answer for money you will not need immediately but do not want to commit for a year.

  • Anyone expecting rates to move

    If you think rates are near a peak, six months lets you capture today's rate and reassess before the year is out. If you think they are near a floor, the twelve-month term is the safer choice.

  • First-time CD buyers

    Half a year is long enough to be worth doing and short enough that a mistake is cheap. Most people's first CD should probably be this one.

Preguntas frecuentes

6-Month CD Calculator: preguntas frecuentes

Respuestas directas a las preguntas más habituales sobre este cálculo. Hay más en el centro de preguntas frecuentes.
  • At 4.40% APY, $217.63 — maturing at $10,217.63. The APY is an annual figure, so a six-month term returns about half of it: 2.18% of the deposit rather than 4.40%.

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  • Fórmulas de estándar bancario

    Usa las mismas convenciones de interés compuesto y APY que aplican los bancos bajo la Regulation DD.

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See what six months actually pays

Enter your deposit and the rate your bank quotes, and compare it against a twelve-month lock.