Saving and investing

APY vs. Interest Rate: What Is the Difference?

Reviewed by the Smart Finance Calculators Editorial TeamLast reviewed:

When a bank advertises a certificate of deposit or savings account, it typically shows two numbers: a nominal interest rate and an annual percentage yield (APY). They look similar and are always close in value, but they are not the same thing. The nominal rate is what the bank uses to calculate each periodic interest payment. The APY is the rate that accounts for compounding — the process by which interest is credited to the account and then earns interest itself. Understanding the difference helps you compare deposit products accurately and anticipate what your balance will actually be.

This guide explains the APY formula, why APY exceeds the stated rate, how compounding frequency changes the gap between them, and how to use APY to compare savings accounts, money-market deposit accounts, and CDs side by side.

Key takeaways

  • The nominal interest rate is the stated rate before compounding is considered.
  • APY = (1 + r/n)^n − 1, where r is the nominal annual rate and n is compounding periods per year.
  • More frequent compounding produces a higher APY from the same nominal rate.
  • Daily compounding produces the highest common APY for a given nominal rate; annual compounding produces the lowest.
  • APY does not include account fees or CD early-withdrawal penalties.
  • The Consumer Financial Protection Bureau requires financial institutions to disclose APY under Regulation DD (Truth in Savings).
Try the CD and Savings APY CalculatorPut these ideas to work with your own numbers

Nominal interest rate

The nominal interest rate is the periodic rate expressed on an annual basis before the effect of compounding within the year is considered. If a bank pays 0.5% interest every month on a savings account, the nominal annual rate is 6%. The bank uses this rate to determine each individual interest payment, but the nominal rate alone does not tell you what your balance will be at year-end if interest is left in the account.

Nominal rates are sometimes called stated rates, advertised rates, or contract rates. They are the foundation of the APY calculation, not the final answer to "how much will I earn?"

Annual percentage yield (APY)

APY captures the real annual return on a deposit after accounting for compounding. Compounding means that credited interest stays in the account and itself earns future interest. The more often interest is credited, the more opportunities there are for that interest to earn additional interest, and the higher the APY.

Under Regulation DD (Truth in Savings, 12 CFR Part 1030), financial institutions must disclose APY to allow consumers to compare deposit products on equal terms. When comparing two accounts with different compounding schedules, comparing their APYs — not their nominal rates — gives the accurate picture.

The APY formula

APY = (1 + r / n)^n − 1

Where: r = nominal annual interest rate (expressed as a decimal, e.g. 0.05 for 5%); n = number of compounding periods per year (1 = annual, 4 = quarterly, 12 = monthly, 365 = daily).

For example, a nominal rate of 5% compounded monthly: APY = (1 + 0.05 / 12)^12 − 1 = (1.004167)^12 − 1 ≈ 0.05116 = 5.116%. The account holder earns 5.116% on their balance over the year, not 5.000%.

Effect of compounding frequency

For any given nominal rate, more frequent compounding produces a higher APY. The table in this guide shows APY values for a hypothetical 5% nominal rate at common compounding frequencies. The differences are small at typical deposit rates but widen as the nominal rate increases.

Daily compounding is the most common schedule for savings accounts and many CDs at U.S. banks. Monthly compounding is also common. Quarterly compounding produces a slightly lower APY than monthly. Annual compounding — where interest is credited only once per year — produces an APY exactly equal to the nominal rate, because there is no within-year compounding to add.

APY and APR: the consumer comparison

APR (annual percentage rate) and APY are related concepts used on opposite sides of the ledger. APY applies to savings products: it tells you what you earn. APR applies to lending products: it tells you what a loan costs, though it too may not fully capture compounding depending on the loan type.

For deposit accounts, APY is the correct comparison metric. For credit cards, mortgages, and auto loans, APR is the required disclosure. Applying the logic of one metric to the other — for example, comparing a savings account APY to a mortgage APR — does not produce a meaningful comparison because the calculations and the direction of cash flow differ.

Worked example: Comparing two CDs with different compounding frequencies

Scenario: Two hypothetical banks both offer a one-year CD at a nominal rate of 4.80%. Bank A compounds quarterly (n = 4). Bank B compounds daily (n = 365).

Bank A APY = (1 + 0.0480 / 4)^4 − 1 = (1.0120)^4 − 1 ≈ 4.887%.

Bank B APY = (1 + 0.0480 / 365)^365 − 1 = (1.000131507)^365 − 1 ≈ 4.918%.

Starting balance: $10,000. After one year, Bank A balance: $10,000 × (1 + 0.04887) ≈ $10,488.70. Bank B balance: $10,000 × (1 + 0.04918) ≈ $10,491.80.

Difference: $3.10 on a $10,000 deposit after one year. At higher balances or over longer terms, the compounding-frequency gap becomes more meaningful.

Note: These are hypothetical rates for illustration only. Actual rates vary by institution and change over time. Use the CD and Savings APY Calculator to enter current rates and compare your own scenarios.

APY at different compounding frequencies for a 5.00% nominal rate

Compounding frequencyPeriods per year (n)APY
Annual15.000%
Quarterly45.095%
Monthly125.116%
Daily3655.127%

Calculated using APY = (1 + r/n)^n − 1. Values shown for illustration only; actual deposit rates vary.

Fixed versus variable rates

A fixed rate remains unchanged for a specified term, regardless of market conditions. CDs typically carry fixed rates. A variable rate can change — often tied to an index such as the federal funds rate. Savings accounts and money-market deposit accounts typically carry variable rates. APY can also be variable: if the underlying nominal rate changes, the APY changes proportionally.

When comparing a fixed-rate CD to a variable-rate savings account, remember that the savings-account APY shown today may not be the APY for the full period you plan to hold the funds.

What APY does not include

APY is calculated assuming the nominal rate is constant, the account balance is unchanged, and no fees are charged. In practice, three factors can reduce the effective return below the stated APY: account fees (monthly maintenance fees, minimum-balance fees), partial withdrawals that reduce the balance on which interest is calculated, and CD early-withdrawal penalties.

APY does not automatically include early-withdrawal penalties for CDs. A CD with a high APY but a six-month interest penalty for early withdrawal may produce a lower effective return than a no-penalty CD with a somewhat lower APY, depending on when the funds are actually needed.

Savings accounts, money-market deposit accounts, and CDs

Savings accounts and money-market deposit accounts (MMDAs) are deposit products with variable rates that can be changed by the institution at any time. They typically allow withdrawals, though federal regulations historically limited certain types of transfers per cycle. Banks are required to disclose APY for these accounts under Regulation DD.

Certificates of deposit lock funds for a fixed term at a fixed rate. Early withdrawal typically triggers a penalty. Because the rate is fixed and the holding period is defined, the CD is the deposit product for which the APY comparison is most straightforward — provided you hold to maturity and are not subject to a penalty.

Deposit insurance and APY

APY is not related to deposit insurance. The Federal Deposit Insurance Corporation (FDIC) insures eligible deposit accounts at member banks up to applicable limits per depositor, per institution, per ownership category. The National Credit Union Administration (NCUA) provides similar coverage for credit-union members. Deposit insurance protects the principal and accrued interest of qualifying deposits against institution failure — it does not guarantee a specific APY.

A deposit that earns a higher APY is not necessarily safer than one that earns a lower APY. If comparing products at institutions with different insurance backing, confirm the coverage structure of both accounts.

How to use the CD and Savings APY Calculator

Use the CD and Savings APY Calculator to enter a nominal rate and compounding frequency, then see the resulting APY, year-by-year interest, and ending balance for your deposit.

Open the CD and Savings APY Calculator

Common mistakes to avoid

  • Comparing nominal rates across accounts instead of APYs — a monthly-compounding account with a slightly lower nominal rate can produce more interest than an annually-compounding account.
  • Assuming APY includes fees — a maintenance fee or low-balance fee reduces the effective return below the disclosed APY.
  • Assuming APY includes CD early-withdrawal penalties — the stated APY applies to the full term held to maturity.
  • Treating APY and APR as equivalent — they serve opposite directions: APY measures what deposit holders earn; APR measures what borrowers pay.
  • Ignoring the variable nature of savings-account APY — the rate that is disclosed today may not apply for the full period you hold the account.

Practical takeaways

  • APY = (1 + r/n)^n − 1 tells you the real annual return after compounding.
  • Daily compounding produces the highest APY for a given nominal rate among common frequencies.
  • APY does not include fees or CD early-withdrawal penalties; the effective return can be lower.
  • Comparing APYs — not nominal rates — is the correct way to compare deposit products under Regulation DD.

Frequently asked questions

No. The interest rate (nominal rate) is the periodic rate used to calculate each credit of interest. APY — annual percentage yield — reflects the full annual return after compounding. APY is always equal to or greater than the nominal rate; they are equal only when compounding occurs once per year. When comparing deposit accounts, APY is the accurate comparison figure.

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Sources and methodology

This article is based on general financial principles and information published by the authoritative primary sources below. Figures are illustrative and rounded to explain the concepts.

APY formula is defined in Regulation DD (12 CFR Part 1030). This guide reflects general principles applicable to 2026 deposit disclosures. Last reviewed: August 4, 2026.

About this article

Written and reviewed by the Smart Finance Calculators Editorial Team.

Published · Last reviewed

Financial disclaimer: Results are estimates for educational purposes only and are not professional financial, tax, legal or investment advice. Figures may not reflect your exact situation. Consult a qualified professional before making financial decisions.