APY Calculator

Convert a stated interest rate into annual percentage yield, compare compounding frequency, and estimate how a deposit plus monthly savings could grow over time.

Savings Inputs

This APY calculator assumes regular monthly contributions and uses the effective annual yield to estimate monthly growth. It is meant for savings planning, not bank disclosures or tax advice.

Estimated Results

Compounding compared side by side

Estimated ending balance after 5 years

$12,979
Effective annual yield 4.33% APY

Total contributions

$25,000 87.0%

Total interest earned

$2,979 13.0%

Monthly effective rate

0.35% Equivalent monthly yield

Nominal interest rate

4.25% Before APY adjustment

Compounding comparison at the same rate

Savings balance over time A line chart showing estimated savings growth from the current balance through the selected time horizon.

Ready with a 4.25% rate, monthly compounding, a $10,000 deposit, and $250 monthly savings.

How to use

  1. 1 Enter a deposit, monthly contribution, and nominal interest rate.
  2. 2 Choose how often the account compounds interest each year.
  3. 3 Review the APY, ending balance, and comparison examples before making a savings decision.
Review the inputs →

Examples

How the same nominal rate changes when compounding happens on a different schedule.

Annual APY4.25% Quarterly APY4.32% Monthly APY4.33% Daily APY4.34%
Compare the frequencies →

Review notes

Use APY when you want the real one-year yield after compounding, not just the stated interest rate.

  • APY output: 4.33%
  • Nominal rate: 4.25%
  • Compounding: Monthly
  • Taxes and fees not modeled
Check the assumptions →

FAQ

APY stands for annual percentage yield. It shows the effective yearly return after compounding, which is why it can be slightly higher than the nominal interest rate.
APY focuses on earned yield for savings or investments and includes compounding. APR usually describes borrowing cost and may not include compounding in the same way.
This APY calculator uses a practical savings-account scenario with monthly deposits so you can see how regular saving and compounding work together over time.
More frequent compounding usually increases APY at the same nominal rate, but the difference may be small. Comparing APY is still more useful than comparing nominal rates alone.
No. It is an educational estimate. Banks may apply tiered rates, minimum balance rules, taxes, fees, or timing conventions that this page does not model.

What this APY calculator does

This APY calculator converts a nominal interest rate into annual percentage yield so you can compare savings accounts, CDs, and similar deposit products on a like-for-like basis. The APY formula is based on both the stated rate and the number of compounding periods in a year, which means a 4.25% rate compounded daily produces a slightly different effective return than the same 4.25% rate compounded annually.

The result section also estimates an ending balance using a starting deposit, a monthly contribution, and the effective yield implied by the APY. That part of the tool is designed for planning scenarios such as emergency funds, cash savings goals, or short-to-medium term deposit comparisons. It is not a replacement for the disclosure terms of a real account.

Why APY matters more than the headline rate

Many people compare savings products by the stated interest rate first, but APY is usually the better comparison number because it reflects compounding. If one bank compounds monthly and another compounds daily at the same nominal rate, the daily account will usually produce a slightly higher APY. The difference may not look large in percentage terms, but it can still matter when balances are larger or the savings period is longer.

That is why this APY calculator keeps both numbers visible. You can review the nominal rate you entered, the APY produced by the formula, and the monthly equivalent rate used in the balance estimate. This makes it easier to understand why compounding frequency changes your total interest earned.

How the APY formula works

The standard APY formula is APY = (1 + r / n)^n - 1, where r is the nominal annual rate and n is the number of compounding periods per year. For example, if a savings account advertises 4.25% interest compounded monthly, the calculator divides 4.25% by 12, compounds it over 12 periods, and converts the result into an effective annual yield. That is the number you should use when comparing similar deposit products.

The balance estimate on this page then converts the APY into an effective monthly growth rate so regular monthly contributions can be modeled consistently. This is a simplification, but it gives a practical view of how a savings habit and a stated yield can work together.

Important limitations before you rely on the result

This APY calculator does not model taxes, fees, tiered balances, promotional teaser rates, minimum balance penalties, or daily cash-flow timing inside the month. It also assumes the nominal rate stays constant for the full period you entered. Real high-yield savings accounts, CDs, or credit union products may change rates over time, which can make the actual result different from the estimate shown here.

Use the output as a comparison and planning aid, not as a guaranteed forecast. If you are choosing between real accounts, compare each bank's disclosure terms, compounding schedule, minimum balance rules, and withdrawal restrictions before deciding where to keep your money.