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CD Calculator

Free CD calculator that shows your maturity value, interest earned, and APY for any certificate of deposit. Compare CD terms, compounding frequencies, and rates to find the best return on your deposit.

CD Calculator: Example Calculation

Using Deposit Amount: $10,000, Annual Interest Rate: 5%, CD Term: 12 months (1 year), Compounding: Monthly:

The estimated Maturity Value is $10,512 (Value at end of 12-month term).

Result Value
Maturity Value $10,512
Interest Earned $512
APY 5.1%

Adjust the values in the calculator above for your own scenario.

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Reviewed & Methodology

Every calculator is built using industry-standard formulas, validated against authoritative sources, and reviewed for accuracy against our published methodology. All calculations run privately in your browser - no data is stored or shared.

Educational tool only -- not financial, tax, or legal advice. Consult a licensed professional for decisions about your situation.

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How to Use the CD Calculator

  1. 1. Enter your deposit amount - input the lump sum you plan to deposit into the CD.
  2. 2. Set the annual interest rate - enter the rate offered by your bank or credit union (check their current CD rate sheet).
  3. 3. Choose the CD term - select how long you will lock your money in, from 3 months to 5+ years.
  4. 4. Select compounding frequency - choose daily, monthly, quarterly, or annually. Most banks compound daily or monthly.
  5. 5. Review your results - see the maturity value, total interest earned, and effective APY. Compare different terms and rates side by side to find the best option.

CD Calculator

A Certificate of Deposit (CD) is a time deposit that pays a fixed interest rate for a set term -- typically 3 months to 5 years. Unlike a savings account, the rate is locked in for the full term, which protects you if interest rates fall after you open the account. CDs are FDIC-insured up to $250,000 per depositor per institution, making them one of the lowest-risk savings vehicles available. This calculator shows your exact maturity value, total interest earned, and the true Annual Percentage Yield (APY) after accounting for compounding -- so you can compare different banks and terms on an apples-to-apples basis.

How CD Returns Are Calculated

CDs use compound interest applied at a set frequency throughout the term:

Maturity Value = Deposit x (1 + r/n)^(n x t)

Where r is the annual interest rate, n is the number of compounding periods per year (365 for daily, 12 for monthly, 4 for quarterly, 1 for annually), and t is the term in years.

The APY strips out the effect of compounding frequency to show the true annual return:

APY = (1 + r/n)^n - 1

A CD advertised at 5.00% compounded daily has an APY of 5.13%. A CD at 5.00% compounded monthly has an APY of 5.12%. Always use APY to compare rates across banks -- it is the only fair comparison.

Worked Examples

Scenario 1 -- Short-term, $10,000 at 5.00% for 12 months (daily compounding): The maturity value is $10,513. Interest earned: $513. APY: 5.13%. This is suitable if you expect rates to rise and want to reinvest in 12 months.

Scenario 2 -- Mid-term, $25,000 at 4.75% for 24 months (monthly compounding): The maturity value is $27,456. Interest earned: $2,456. APY: 4.84%. Locking in nearly 5% for 2 years makes sense if you believe rates will decline before the term ends.

Scenario 3 -- CD ladder, $50,000 split across five $10,000 CDs: Allocate $10,000 each to 12, 24, 36, 48, and 60-month CDs at rates of 5.00%, 4.80%, 4.60%, 4.50%, and 4.40%. Total interest earned across all five CDs over the 60-month period: approximately $13,800. As each CD matures, you reinvest in a new 60-month CD, eventually having one $10,000 CD maturing every year at the long-term rate.

CD Rate and Return Reference Table

Deposit Annual Rate Term Compounding Maturity Value Interest Earned APY
$5,000 4.75% 6 mo Daily $5,119 $119 4.86%
$10,000 5.00% 12 mo Daily $10,513 $513 5.13%
$10,000 5.00% 12 mo Monthly $10,512 $512 5.12%
$10,000 5.00% 24 mo Monthly $11,049 $1,049 5.12%
$25,000 4.75% 24 mo Daily $27,456 $2,456 4.86%
$25,000 4.50% 36 mo Monthly $28,535 $3,535 4.59%
$50,000 4.40% 48 mo Monthly $59,716 $9,716 4.49%
$50,000 4.25% 60 mo Daily $61,784 $11,784 4.34%
$100,000 5.00% 12 mo Daily $105,127 $5,127 5.13%
$100,000 4.50% 60 mo Daily $123,568 $23,568 4.60%

When to Use This Calculator

  • You are comparing two CD offers from different banks and want to see the dollar difference in interest earned over the full term
  • You are building a CD ladder and need to see the projected maturity value for each rung before committing
  • You want to determine whether a 12-month CD at 5.00% earns more than a 24-month CD at 4.75% given your specific deposit amount and time horizon
  • You are evaluating the cost of an early withdrawal -- enter the shorter term you actually held the CD to see how much interest you are giving back
  • You are deciding between a no-penalty CD (slightly lower rate, full liquidity) versus a standard CD to see how much income you trade away for flexibility

Common Mistakes to Avoid

  1. Comparing stated rates instead of APY. Bank A advertises 5.00% with monthly compounding (APY 5.12%) and Bank B advertises 4.98% with daily compounding (APY 5.11%). On a $50,000 deposit over 12 months, the difference is about $5 -- negligible. But comparing a 4.90% monthly against a 5.00% quarterly saves you from choosing a lower-yielding option that looks identical on the rate sheet.

  2. Ignoring early withdrawal penalties. On a $25,000 two-year CD at 4.75%, the bank may charge a 6-month interest penalty for early withdrawal. If you break the CD after 9 months, the 6-month penalty ($594) eats over 70% of the $844 you earned. Always check the penalty schedule before committing funds you might need.

  3. Keeping a large cash balance at a big bank's standard CD rate. Major retail banks routinely offer 0.50%-1.00% on CDs while online banks and credit unions offer 4.50%-5.25% for the same terms. On a $50,000 CD over 12 months, the difference between 0.75% and 5.00% is $2,125 in lost interest -- for identical FDIC protection.

  4. Over-concentrating in one long-term CD before a rate cycle turns. Locking $100,000 into a 5-year CD at 4.25% just before rates rise to 5.50% costs you over $6,000 in foregone interest over the remaining term. A ladder or a shorter initial term gives you the flexibility to reinvest at higher rates without triggering a penalty.

Current Context for 2026

  • Typical 12-month CD APY (online banks, 2026): 4.50%-5.25%, down from the 2023 peak of 5.50%+
  • Typical 12-month CD APY (major retail banks, 2026): 0.50%-2.00% -- a wide gap from online competitors
  • Typical 5-year CD APY (online banks, 2026): 4.00%-4.75%
  • No-penalty CDs (2026): typically 3.75%-4.50% for 11-13 month terms; worthwhile if you have any liquidity uncertainty
  • FDIC coverage limit: $250,000 per depositor per institution; spread large balances across banks if exceeding this threshold
  • Federal Reserve rate outlook: The Fed held rates steady through early 2026; monitor for potential cuts that would push new CD rates lower
  • I Bonds comparison: Series I Bonds currently earn a variable rate linked to CPI; CDs offer a fixed, predictable return better suited to specific maturity dates

Tips

  1. Always shop online banks and credit unions first. They consistently offer 1-3% more than brick-and-mortar banks on identical terms and FDIC/NCUA protection. On $50,000, a 2% rate difference earns $1,000 more per year.
  2. Build a 4-rung CD ladder with 6, 12, 18, and 24-month terms. As each CD matures, you reinvest in a new 24-month CD. Within 2 years, one rung matures every 6 months, giving you regular liquidity while earning near-long-term rates.
  3. Compare APY, not the stated rate. APY already accounts for compounding differences and is the only valid comparison metric across institutions.
  4. Check the penalty schedule before opening. A 6-month interest penalty on a 2-year CD means you need to hold at least 7 months to come out ahead versus a savings account. Know the break-even point before committing.
  5. Consider a no-penalty CD for your emergency fund top-up. If you have 3 months of expenses in a high-yield savings account, park an additional 2 months in a no-penalty CD to earn a slightly higher rate with nearly the same access.
  6. At renewal, do not let the bank auto-renew at their default rate. When your CD matures, the bank often auto-renews at the current posted rate -- which at large banks may be well below what you could get elsewhere. Set a calendar reminder 1 week before maturity to shop competing rates.
  • Compound Interest Calculator -- model how your CD interest, if reinvested, would compound over a multi-year horizon after the CD matures
  • Savings Calculator -- compare your CD return against a high-yield savings account where you can add monthly contributions
  • Inflation Calculator -- check whether your CD rate actually exceeds inflation and what your real (inflation-adjusted) return is
  • Bond Calculator -- compare the fixed returns of a CD against Treasury bonds and I Bonds for similar risk-free investment options
  • Retirement Calculator -- determine how a CD ladder fits into your overall fixed-income allocation as part of a retirement income strategy

Frequently Asked Questions

What CD term should I choose?
The best CD term depends on when you need the money and your outlook on interest rates. Short-term CDs (3-12 months) offer flexibility and make sense when you expect rates to rise, since you can reinvest at higher rates sooner. Long-term CDs (2-5 years) typically pay higher rates and lock in that rate, which is advantageous if you think rates will fall. As of 2025, 12-month CDs commonly offer 4.5-5.0% APY while 5-year CDs may offer 4.0-4.5%. If you are unsure, a CD ladder strategy spreads your risk across multiple terms.
What is a CD ladder and how do I build one?
A CD ladder is a strategy where you split your deposit across multiple CDs with staggered maturity dates. For example, with $25,000 you might buy five CDs of $5,000 each with terms of 1, 2, 3, 4, and 5 years. As each shorter CD matures, you reinvest it into a new 5-year CD (typically the highest rate). After 5 years, one CD matures every year, giving you annual access to funds while earning the higher long-term rates. This balances liquidity, higher yields, and interest rate risk.
What are the penalties for withdrawing from a CD early?
Early withdrawal penalties vary by bank and CD term but typically range from 3 to 12 months of interest. A common structure: 3-month penalty for CDs under 12 months, 6-month penalty for 12-36 month CDs, and 12-month penalty for longer terms. On a $10,000 CD at 5%, a 6-month penalty costs about $250. In some cases, the penalty can eat into your principal if you withdraw very early. Some banks offer no-penalty CDs (usually at slightly lower rates) if you think you may need early access.
How do CDs compare to high-yield savings accounts?
CDs and high-yield savings accounts (HYSAs) are both FDIC-insured up to $250,000, but they differ in flexibility and rate. CDs lock your rate for the full term, protecting you if rates drop, but your money is inaccessible without penalty. HYSAs offer variable rates that can change at any time but allow unlimited withdrawals. When CD rates are significantly higher than HYSA rates, locking in a CD makes sense. When rates are similar or declining, a HYSA's flexibility is usually more valuable. Many savers use both -- CDs for money they will not need and HYSAs for liquid reserves.
What is the difference between a CD's stated interest rate and its APY?
The stated interest rate (nominal rate) is the base rate the bank advertises. The APY (Annual Percentage Yield) reflects the actual return after accounting for compounding frequency. A CD with a 5.00% stated rate compounded daily has an APY of 5.13%, meaning you effectively earn 5.13% on your deposit over a year. The more frequently interest compounds, the higher the APY relative to the stated rate. Always compare CDs using APY rather than the stated rate, as APY gives you the true apples-to-apples comparison across banks with different compounding schedules.

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