Savings & Compound Interest Calculator

See how much you will have by saving monthly for years and how much compound growth adds, with a chart and table.

This tool runs entirely in your browser — no data is uploaded to our servers.

Was this tool helpful?

Saving a small amount regularly makes a big difference over time thanks to compound growth. Enter your starting amount, monthly saving, expected return and period to see your final balance and how much of it is earnings.

You can also increase your contribution each year and see the value in today’s money after inflation.

How to use it

  1. Enter the initial amount and monthly contribution.
  2. Enter the expected annual return and years.
  3. Optionally add a yearly increase and inflation.
  4. Read the final balance and open the yearly table.

Features

  • Monthly compounding.
  • Chart of contributions vs earnings.
  • Optional yearly increase.
  • Real value after inflation.
  • Year-by-year table.

Tip: Start early, even small: time matters more than the amount for growing savings.

An example of the power of time

SalmaYoussef
Saves per month500500
Starts at age2535
Years until 553020
Total contributed180,000120,000

At an assumed 5% annual return, Salma reaches about 416,000 and Youssef about 206,000. She contributed a third more but ends up with roughly twice as much, because her returns compounded for ten extra years. Try the same numbers in the calculator.

The rule of 72

Divide 72 by the annual return to estimate how many years money takes to double: at 6% about 12 years, at 3% about 24 years.

Note: future returns aren't guaranteed. This tool is for planning and learning, not investment advice. Check risks and fees before investing, and consult a professional if needed.

Privacy

The tool runs in your browser and your data is not sent to our servers. Free, with no sign-up.

Frequently asked questions

What is compound interest?

Earnings are added to your capital and generate further earnings in later periods.

Which return should I use?

It depends on the product; returns are not guaranteed, so test several scenarios.

Saving without interest?

Set the return to 0%.

What is the rule of 72?

A shortcut: divide 72 by the annual return to estimate the years needed to double your money — at 8%, about 9 years.

Why factor in inflation?

The same amount buys less in future. The inflation-adjusted value shows its real purchasing power in today's prices.

Request a new tool

Need a tool we do not have yet? Describe it briefly. We read every request and build the most wanted ones.