AllFreeCalculator

Savings Calculator

Project your savings balance from an initial deposit plus monthly contributions, at any interest rate.

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Final balance

$0.00

Initial deposit

Total deposits

Interest earned

Year-by-year balance

Year Deposits Interest Balance

For general information only, not financial advice. Results are estimates — your actual loan, mortgage or return will depend on the lender, your credit, fees and other terms. Talk to a qualified professional before making decisions.

What this savings calculator does

The savings calculator projects what an initial deposit plus regular monthly contributions will grow to at a given interest rate. Use it for high-yield savings, money market accounts, share savings or any account that pays a roughly steady rate. The result updates live, and the year-by-year table shows how the balance climbs over time — and how much of it is contributions versus interest.

How the math works

Two pieces, summed together:

  1. Initial deposit future value: P × (1 + r/12)12 × t
  2. Monthly deposits future value (ordinary annuity): PMT × [((1 + r/12)12 × t − 1) ÷ (r/12)]

where P is the initial deposit, PMT is the monthly contribution, r is the annual rate as a decimal, and t is years. The calculator compounds monthly, which is a close approximation of the daily compounding that real banks use — for savings rates the difference is pennies a year.

APR vs APY

Banks usually advertise APY (Annual Percentage Yield) for savings accounts. APY already includes the effect of compounding within the year, so a 5% APY account compounded monthly is paying about 4.89% nominal (APR). Most calculators (this one included) expect the input to be the headline rate that gets compounded. Using the APY directly is the simplest, most accurate approach — and that's exactly what the field is labelled.

Why even modest savings rates matter

Many Americans still keep "emergency" money in checking accounts paying 0.01%. A few minutes moving that money to a high-yield account at 4.5% makes a meaningful difference: $10,000 sitting in a 4.5% account for 5 years grows to about $12,517, earning $2,517 in interest while sitting there. At 0.01%, the same balance grows by about $5. The risk profile is identical — both are FDIC-insured deposit accounts — but the result is vastly different.

The compound advantage compounds

Look at the year-by-year table. Most of the interest in year 1 comes from the initial deposit, since contributions haven't had time to grow. By year 5, contributions plus their interest dominate. By year 10, the interest column alone is often larger than the original initial deposit. This is what people mean when they say "save early" — the same dollars contributed five years sooner are worth a lot more by the end.

What this calculator doesn't model

Interest rate changes (real high-yield savings rates move with the Fed funds rate), taxes (US savings interest is taxed as ordinary income each year), inflation (real purchasing power is lower over decades), and account fees (most online savings have none, but check). For inflation-adjusted projections, run the result through the inflation calculator. For variable-return investments, the investment calculator is more appropriate.

Frequently asked questions

What kind of savings does this work for?

Any account that pays a roughly steady interest rate compounded monthly: high-yield savings, money market accounts, share savings at a credit union, or a series of consecutive CDs ladders. For variable investments, use the investment calculator instead.

What is a reasonable interest rate?

In normal Federal Reserve environments, US high-yield savings rates have ranged from 0.5% to 5.5% in recent years. As of writing, top high-yield savings accounts pay 4-5% APY. Check Bankrate or NerdWallet for current best rates.

What is APY?

Annual Percentage Yield — the effective annual rate after compounding. A 5% APY account that compounds monthly is actually paying about 4.89% nominal annual; the math works out so the headline APY number is what you actually earn in a year. Use APY in the rate field for accurate projections.

How is the math calculated?

Future value of the initial deposit: P × (1 + r/12)^(12 × t). Future value of contributions (ordinary annuity): PMT × [((1 + r/12)^(12t) − 1) ÷ (r/12)], where PMT is the monthly contribution, r is the annual rate as a decimal, and t is years. The calculator sums both for the final balance.

Are taxes accounted for?

No. Interest earned in a regular savings account is taxed as ordinary income in the year it accrues. For tax-advantaged options consider an IRA, 401(k), or HSA. The result here is gross — pre-tax.

How often does interest compound in real banks?

Most US savings accounts compound daily and pay monthly. The difference between daily and monthly compounding at typical savings rates is tiny — pennies a year on a $10,000 balance — so the monthly compounding used here is a very accurate approximation.

Worked example

$1,000 initial · $250/month · 4.5% APY · 10 years.

  • Initial deposit FV: 1,000 × (1 + 0.045/12)120$1,566.99
  • Contributions FV: 250 × [(1.00375120 − 1) ÷ 0.00375] ≈ $37,799.52
  • Final balance: ~$39,366.51
  • Total deposits: 1,000 + 250 × 120 = $31,000.00
  • Interest earned: 39,366.51 − 31,000 = ~$8,366.51

Interest is about 21% of the final balance after 10 years. Stretch to 20 years and that proportion grows past 40% — the long-tail effect of compounding.

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