Calculator

Compound interest calculator

Enter what you have today, what you can add each month, and how many years you are willing to give it. You get two figures back, kept separate: how much you put in, and how much time put in.

What you already have set aside to invest. Zero is fine.

The amount you can add every month without fail.

Your horizon. The most powerful of the four variables.

A diversified global portfolio has run around 7% a year over the long term, before inflation and fees.

Estimated final value

Total you contributed
Generated by compounding

An estimate, not a forecast: markets do not deliver the same return every year.

How it works

The calculator compounds month by month. Each month it multiplies the balance by the monthly return (the annual figure divided by twelve) and then adds your contribution:

balance = balance × (1 + annual return / 12) + contribution

Repeated once for every month in your horizon. The figure shown as "generated by compounding" is simply the final value minus everything you put in, and it is the part you would not have had by leaving the money still.

Assumptions and limits

  • The return is applied constantly. In reality there are +25% years and −18% years, and the order they arrive in matters.
  • The figures are nominal: they do not subtract inflation. At 2.5% inflation, $100,000 in thirty years buys what about $48,000 buys today.
  • It excludes fees and tax. Subtracting your fund's cost from the return you enter is the quick way to approximate them.
  • It assumes you withdraw nothing over the whole period. A withdrawal partway through breaks the effect being measured.

Frequently asked questions

What annual return should I use?

It depends what you invest in, and nobody can know it in advance. As a historical reference, a global equity portfolio has run around 7–8% nominal a year over very long periods, and a mixed portfolio with bonds considerably less. The useful move is not guessing the right figure but trying three of them, pessimistic, middling and optimistic, and checking whether your plan still stands up under the pessimistic one.

Why does the result change so much when I add five years?

Because growth is not linear. The last years work on the largest balance, so they contribute far more than the first ones. This is why starting earlier is worth more than contributing more: a year of delay does not remove your first year, it removes your last.

Do the results account for inflation?

No. They are nominal. To think in today’s purchasing power, subtract your inflation expectation from the return you enter: 7% with 2.5% inflation is roughly 4.5% real. The result is then already in today’s money.

Do you store what I enter?

No. The whole calculation runs in your browser in JavaScript; nothing is sent to a server and nothing is stored. You can verify it by turning off your network and using the calculator anyway.