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2026 Statutory Rates Primary Source Verified Always 100% Free

CD Calculator (Certificate of Deposit) (2026)

Estimate maturity payouts, accumulated interest, and effective returns for bank certificates of deposit with fixed APYs and customized CD laddering terms.

Quick Answer: A Certificate of Deposit (CD) is a federally insured time-deposit account offering a fixed interest rate in exchange for locking up funds for a specified term. Returns are governed by the Annual Percentage Yield (APY) under the federal Truth in Savings Act (Regulation DD). When APY is known, final maturity value is calculated as A = P · (1 + APY)^(months / 12), while daily or monthly compounding from a nominal rate r uses A = P · (1 + r/n)^(n·t). For a standard $10,000 deposit in a 12-month CD with a benchmark 4.00% APY, your account matures at exactly $10,400.00, yielding $400.00 in guaranteed interest.

Certificate of Deposit Terms
Principal locked in CD
$
Benchmark 1-yr CD: 4.00%
%
CD Term Duration Length of deposit commitment
How interest compounds
Guaranteed Maturity Value
$10,400.00
Final balance after 12 months
Initial Principal Deposited $10,000.00
Total Guaranteed Interest Earned $400.00
Average Monthly Earnings $33.33/mo
Total Payout at Maturity $10,400.00
CD Laddering Comparison

If split across 3 equal annual maturities (12, 24, 36 mo):

Ladder Total Value: $10,816.00
Certificates of deposit are FDIC-insured up to $250,000 per depositor. Early withdrawal before maturity typically incurs a statutory interest penalty.

CD Term Maturity Comparison

CD Term Principal APY Total Interest Maturity Payout
Primary Source Verified Last reviewed: October 2026

Calculation Methodology: CD Calculator (Certificate of Deposit) (2026)

Mathematical Formula

A = P · (1 + APY)^(t)  |  Interest = A - P

A = Maturity balance (Principal + Interest)
P = Initial deposit amount
APY = Annual Percentage Yield in decimal form (e.g., 0.04 for 4.00%)
t = Term in years (Months ÷ 12)
When calculating from nominal rate (r) with compounding frequency (n): A = P · (1 + r/n)^(n·t) and APY = (1 + r/n)^n - 1.

Verified Worked Example (Benchmark)

Benchmark Parameters: Initial Deposit (P) = $10,000 · Annual Percentage Yield (APY) = 4.00% (0.04) · Term = 12 Months (1.0 Year).

  1. Term in Years (t): 12 months ÷ 12 = 1.0 year.
  2. Maturity Multiplier: (1 + 0.0400)^1.0 = 1.040000.
  3. Final Account Value at Maturity (A): $10,000 × 1.040000 = $10,400.00.
  4. Total Guaranteed Interest Earned: $10,400.00 - $10,000.00 = $400.00.

CD Ladder Illustration (Split $30,000 across 3 Terms at 4.00% APY):

  • Bucket 1 (12 Months, $10,000): Matures at $10,400.00 ($400.00 interest).
  • Bucket 2 (24 Months, $10,000): Matures at $10,816.00 ($816.00 interest).
  • Bucket 3 (36 Months, $10,000): Matures at $11,248.64 ($1,248.64 interest).
  • Total Ladder Value: $32,464.64 ($2,464.64 total interest earned with rolling liquidity every 12 months).

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