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CD Calculator

5-Year CD Calculator

See what five years in a CD actually earns.

만기 시
US$30,124.98
이자
US$5,124.98
내 예금증서
$
%

이자율 표시 방식

개월

5 년

일반적인 기간

복리 주기

만기 금액
US$30,124.98
총 이자 수익
US$5,124.98
실효 APY
3.80%

5 년 예금증서에 US$25,000.00, 금리 3.80% APY, 일 복리 복리로 US$30,124.98까지 증가 — 이자 US$5,124.98, 월평균 US$85.42입니다.

기간 중 잔액

원금이자
수치를 표로 보기
기간 중 잔액
개월원금이자잔액
개설 시US$25,000.00US$0.00US$25,000.00
1yUS$25,000.00US$950.00US$25,950.00
2yUS$25,000.00US$1,936.10US$26,936.10
3yUS$25,000.00US$2,959.67US$27,959.67
4yUS$25,000.00US$4,022.14US$29,022.14
5yUS$25,000.00US$5,124.98US$30,124.98

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.

  • 무료 — 가입 불필요
  • 입력 즉시 반영
  • 브라우저에서 실행

공식과 내용 최종 검토일 . 은행 금리는 자주 바뀝니다. 현재 금리는 거래 기관에 직접 확인하십시오.

짧은 답변

How much does a 5-year CD earn?

A 5-year CD is the longest term most banks offer as standard, and it exists to sell one thing: a rate you cannot lose for half a decade. A $25,000 deposit at 3.80% APY earns $5,124.98 and matures at $30,124.98; $100,000 matures at $120,499.92. Over five years compounding contributes $374.98 more than simple interest would have, so the effect is finally material rather than decorative. Two considerations dominate the decision. Rolling one-year CDs at today's 4.25% would produce $30,783.67 — $658.69 ahead — so on current pricing you are paying to lock in, not being paid to. And the early withdrawal penalty at this term is typically a full 365 days of interest, $950.00 on $25,000, which means an exit in the first two years hands back most of what you earned. Take the five-year term when you are confident about both the money and your view on rates.

공식과 방법

계산 방법

A = P(1 + r/n)^(nt), t = 5

Five years of compounding. At 3.80% on $25,000 it adds $374.98 over what simple interest would have paid.

A
Maturity value after 60 months
P
Opening deposit
r
Nominal annual rate as a decimal
n
Compounding periods per year (daily = 365)
t
5 — the term in years

단계별 계산

  1. 1

    Convert the 60-month rate to a decimal and divide by n.

  2. 2

    Raise (1 + r/n) to the power n × 5.

  3. 3

    Multiply by the deposit for the maturity value.

  4. 4

    Subtract the deposit for the total interest across five years.

  5. 5

    Multiply the deposit by the rate to approximate a 365-day early withdrawal penalty.

가이드

이 계산기 사용법

네 가지 값만 넣으면 결과가 바로 나옵니다. 제출할 것도, 가입할 것도 없습니다.
  1. 1

    Enter your deposit

    Type the amount or drag the slider. Five years of interest is enough to push a large deposit past the $250,000 insurance limit — check the maturity value against it.

  2. 2

    Enter the 60-month rate

    Use the rate quoted for the five-year term. On an inverted curve it will usually be below the one-year rate; that is expected, not an error.

  3. 3

    Read the growth chart

    Five years is the first term where the curve visibly bends away from a straight line. That bend is the compounding you are buying.

  4. 4

    Price the exit before you commit

    Multiply the deposit by the rate for an approximate 365-day penalty. If that number would be unsurvivable, the term is too long for this money.

예시

계산 예시

실제 숫자로 끝까지 풀어 본 예시입니다. 직접 넣으신 값과 대조해 계산기가 맞는지 확인해 보십시오.

A $25,000 deposit in a 60-month CD

입력값

Deposit
$25,000
Rate
3.80% APY
Term
60 months

결과

Total interest
$5,124.98
Maturity value
$30,124.98
Simple interest would have paid
$4,750.00
Contributed by compounding
$374.98

Compounding adds $374.98 across five years — about 7.9% more interest than a simple-interest account at the same rate. This is the term where the effect stops being a rounding difference.

Breaking the same CD at month 24 with a 365-day interest penalty

입력값

Deposit
$25,000
Rate
3.80% APY
Withdrawn
Month 24 of 60
Penalty
365 days of interest

결과

Interest earned by month 24
$1,936.10
Penalty charged
$950.00
Net proceeds
$25,986.10
Effective annual return
≈ 1.95%

Two years in, the penalty takes nearly half the interest and cuts the realised return to about 1.95% a year — below what a savings account would have paid with no lock-up at all. The penalty does not just cost money; it retroactively makes the whole decision wrong.

계산 방법

정확성과 가정

모든 계산기는 어떤 가정 위에서 움직입니다. 이 숫자가 무엇을 반영하고 무엇을 반영하지 않는지 그대로 밝혀 둡니다.
  • The rate is fixed for all sixty months and interest compounds inside the CD.

  • The penalty example uses a 365-day interest convention, which is the most common at five years. Some institutions charge 540 days on terms this long — check the disclosure.

  • The rolling comparison holds the one-year rate at 4.25% for five consecutive years, which is a scenario for contrast rather than a prediction.

  • Figures are gross of tax and of inflation. At 2.5% inflation, a 3.80% nominal return is roughly 1.27% in real terms.

계산 관행은 미국 금융기관이 예금 계좌의 APY를 공시하는 방식을 규정한 Regulation DD(12 CFR 1030)를 따릅니다. 예금자보호 대상 기관의 예금은 예금자별, 은행별, 소유 형태별로 $250,000까지 FDIC의 보호를 받습니다.

1차 자료

이 규칙은 어디에서 왔나

이 계산기가 따르는 관행은 저희가 아니라 규제 기관이 정합니다. 각 항목은 해당 기관으로 연결되므로 저희 말을 믿는 대신 직접 확인하실 수 있습니다.

세부 사항

핵심 내용과 규칙

CD에 가입하거나 재예치하기 전에 알아 둘 만한 사실을 한눈에 정리했습니다.
  • Five years is the standard maximum term. Beyond it, availability thins sharply and the rate premium usually disappears entirely — which is why a ten-year CD is a specialist product rather than a longer version of this one.

  • The penalty at this term is typically a full year of interest, $950.00 on $25,000 at 3.80%. Federal rules allow the shortfall to come from principal if the CD has not earned that much yet, so an exit inside year one returns less than you deposited.

  • Interest is taxed annually as ordinary income. Five years produces five 1099-INT forms and five tax bills on money you cannot access without triggering the penalty.

  • A five-rung ladder using 1, 2, 3, 4 and 5-year CDs earns close to the five-year rate on average while freeing a fifth of the money every twelve months. For most savers it is the better version of this decision.

  • No-penalty CDs exist but pay materially less. If there is real doubt about the horizon, the lower rate on a no-penalty product is usually cheaper than the penalty risk on this one.

활용 사례

이 계산기가 필요한 분

  • Savers who want a rate they cannot lose

    If your view is that rates fall from here, five years at today's level is the trade that expresses it — and the $658.69 you appear to give up against rolling is the premium on that insurance.

  • Retirees building predictable income

    A known figure on a known date, insured to $250,000, with no market risk. For the stable sleeve of a retirement plan the five-year CD does a job no fund can quite replicate.

  • Anyone tempted by the headline

    Read the penalty example before committing. Five years is a long time, and the term punishes changed circumstances harder than any other standard CD.

자주 묻는 질문

5-Year CD Calculator 자주 묻는 질문

이 계산에 대해 가장 많이 묻는 질문에 바로 답합니다. 더 많은 내용은 FAQ 허브에서 확인하실 수 있습니다.
  • At 3.80% APY, $5,124.98 in total — maturing at $30,124.98. Compounding contributes $374.98 of that; a simple-interest account at the same rate would have paid $4,750.00.

보안과 개인정보

입력하신 숫자는 브라우저를 벗어나지 않습니다

이 사이트의 모든 계산은 이용자 기기에서 JavaScript로 실행됩니다. 계정도, 서버 호출도 없고, 입력하신 수치에 붙는 분석 도구도 없습니다.
  • 은행과 같은 표준 공식

    Regulation DD를 따르는 은행과 동일한 복리 및 APY 관행을 씁니다.

  • 100% 무료, 로그인 불필요

    가입도, 이메일 요구도, 유료 장벽도 없습니다. 모든 계산기를 첫 방문에서 그대로 쓰실 수 있습니다.

  • 입력 데이터는 브라우저를 벗어나지 않습니다

    모든 계산은 브라우저에서 JavaScript로 실행됩니다. 서버로 전송되거나 저장되는 것은 없습니다.

혼합 콘텐츠 없이 HTTPS로 제공됩니다. 자세한 내용은 개인정보 처리방침 문서와, 모든 수치의 근거인 공식 및 계산 방법 안내에서 확인하실 수 있습니다.

Five years, with the exit priced in

See the compounded maturity value and exactly what breaking the CD early would cost you.