Compound Interest Calculator

Model United States savings growth from a starting balance, monthly contributions, an editable annual rate and inflation assumption.

Estimated future balance
Value in today's dollars
Total contributed
Growth from the entered rate

The annual rate starts from the FDIC national savings rate for July 2026. Inflation starts from the Federal Reserve’s 2% longer-run goal. Both are editable. Amounts are in US dollars. Replace reference rates and planning inputs with the figures for your tax return, quote, contract or local jurisdiction.

Assumptions and sources: The effective annual rate is converted to an equivalent monthly rate and contributions are added at month-end. Use the account APY or a documented scenario for the rate. FDIC national deposit rate for savings accounts (2026-07).

Calculation basis

Market
United States
Last updated
Next review
When a federal rule changes or the cited reference series publishes newer data

What the calculator shows

Enter a starting amount, monthly contribution, effective annual rate, years and inflation. The dated FDIC national savings rate provides an editable starting reference, while the result separates contributions from growth and shows today’s purchasing-power value.

Calculation method

The entered effective annual rate is converted to an equivalent monthly rate. Growth is applied each month before the month-end contribution. Today’s value divides the future amount by the entered annual inflation factor over the selected years.

Inputs to confirm

Replace the reference with the account APY or a documented planning assumption. Add taxes, fees, rate changes and withdrawal rules when comparing a specific bank or investment product.

Worked savings example

With $10,000 initially, $500 at each month end, a 0.38% effective annual rate and 10 years, the model returns $71,529.26: $70,000 contributed and $1,529.26 growth. Discounting at 2% gives $58,678.91 in today’s dollars.

ChangeNominal balanceInterpretation
Higher monthly contributionHigherMore money supplied by the saver
Higher steady rateHigherAssumption, not a guarantee
Higher inflation onlyUnchangedToday’s-dollar value falls

Separate contribution growth from purchasing-power growth

The result shows nominal future balance, total money contributed, modeled growth and today’s-dollar value. Those figures answer different questions and should not be collapsed into one promised return.

Effective annual rate is converted before monthly modeling

The calculator converts the entered effective annual rate into an equivalent monthly rate, applies growth, then adds the month-end contribution. This preserves the entered annual yield more accurately than simply dividing it by 12.

Timing makes starting money and monthly deposits behave differently

The starting amount is exposed to every modeled month, while each later deposit has less time to grow. Increasing contributions can therefore matter more than small rate changes, especially in short scenarios.

A savings reference is not an investment forecast

The FDIC national savings rate is a dated editable reference. A bank APY can change and an investment return includes volatility, fees and tax that this steady path does not model. Inflation only discounts the result; it does not alter nominal account growth.

ResultMeaningImportant limit
Total contributedStarting amount plus depositsNo growth included
Modeled growthFuture balance minus contributionsSteady rate, no tax or fees
Today’s dollarsFuture balance discounted by inflationNot a guaranteed purchasing power

Primary source

Federal Reserve Bank of St. Louis / FDIC: national savings rate

Frequently asked questions

Why is the default rate low?

It uses the dated FDIC national savings rate as a neutral deposit reference. Replace it with the APY or scenario being evaluated.

When are monthly contributions added?

The model adds them at the end of each month after that month’s growth.

What does today’s value show?

It discounts the future balance by the entered inflation assumption to express approximate current purchasing power.

Why not divide the effective annual rate by 12?

An equivalent monthly conversion preserves the entered effective annual rate after twelve months.

Are contributions added at the start or end of each month?

They are added at month end after that month’s modeled growth.

Can I use the savings-rate default as an investment forecast?

No. It is a dated deposit-rate reference, not a forecast or guaranteed return.

Important: All figures are for educational purposes only and do not constitute financial advice. Always consult a qualified professional.