Savings calculator

APY Comparison Calculator

Compare two savings yield scenarios side by side. The calculator converts a stated annual rate and compounding frequency into an estimated annual percentage yield, then projects the balance over time.

Updated: June 10, 2026

Compare savings yields

Scenario A ending balance
Scenario B ending balance
Difference

Formula

Estimated APY is calculated as (1 + rate / compounds)compounds - 1. Ending balance is the starting deposit multiplied by (1 + APY)years.

Worked example

A $10,000 deposit earning a stated 4.25% compounded monthly will have a slightly higher effective annual yield than 4.25% because interest is added during the year.

How to interpret the difference

The difference result shows Scenario B ending balance minus Scenario A ending balance. A positive difference means Scenario B produced the larger estimate; a negative difference means Scenario A produced the larger estimate. Small APY differences may look minor over one year but become more visible over longer time horizons.

Use the same deposit and time horizon when comparing two rates. If one account has fees or minimum-balance rules, subtract those separately because this calculator focuses only on yield math.

Common mistakes

Assumptions and limits

The calculation assumes the stated rate and compounding frequency remain unchanged for the full period and that interest stays in the account. It does not include new deposits, withdrawals, tiered rates, early withdrawal penalties, insurance limits, or account-opening restrictions.

Next steps

Verify whether each offer lists a stated rate or an APY, then compare disclosures for fees and minimum balances. For direct rate conversion, use the APR to APY calculator or the effective annual rate calculator. For a money market account estimate with monthly additions, use the money market calculator. For broader regular monthly additions, use the compound interest calculator; for a target amount, use the savings goal calculator.

FAQ

Is APY the only thing to compare?

No. Also compare fees, minimum balances, access limits, rate-change terms, and risk.

Why do compounding frequency and rate both matter?

A higher stated rate generally matters more, but more frequent compounding can slightly increase the effective annual yield.

Can taxes change the answer?

Yes. Taxes can reduce after-tax earnings and may change which offer is actually better for your situation.

How to read this yield gap

Read both ending balances and the difference together. This page is most useful when it shows whether stated-rate and compounding differences are large enough to matter after fees, minimum balances, promo windows, and tax drag are reviewed separately.

Before acting, compare result with account disclosures, APY or stated-rate labels, fee schedules, balance-tier rules, and promotional-rate expiration terms. See How We Calculate and the Disclaimer for more context.

Method and verification trail

For site-wide methodology, review How We Calculate. For sourcing and corrections standards, review Editorial Policy.

Disclaimer: Educational estimate only; not savings, tax, banking, or investment advice.
Privacy and education
Source and formula transparency Calculator pages show formulas, assumptions, worked examples, and limitations. When a topic depends on provider rules, official disclosures or public sources should be checked alongside the estimate. Review formulas and assumptions.
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