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Compound Interest Calculator

See how your savings grow when interest does the work

With this compound interest calculator you see how much your savings can grow from your starting balance, your monthly deposit, the annual rate of return and the number of years.

More options: inflation

With inflation you see what the result is worth in today's dollars.

Assumes a constant return, compounded monthly; no taxes or fees.

Result$438,160Final balanceTotal contributed: $250,000 · Interest earned: $188,160
Rule of 72: your money doubles in about 14.4 years
ContributedInterest
YearContributedBalance
1$22,000$22,790
2$34,000$36,235
3$46,000$50,368
5$70,000$80,840
10$130,000$171,752
15$190,000$288,426
20$250,000$438,160
Based on the official source · reviewed October 17, 2026
Instantthe result updates as you type
Official sourceInvestor.gov
10/17/2026last reviewed
0 datasent: everything runs in your browser

The key idea

Compound interest is not magic: it is time

With $10,000 to start and $1,000 a month at 5% a year, after 10 years you have earned about $41,750 in interest. After 20 years it is about $188,000: nearly four out of every five dollars of interest arrive in the second decade. Starting ten years earlier matters more than any extra return.

01

How it is calculated

With compound interest, the interest from each period is added to your balance and earns interest of its own. With monthly compounding:

FV = P × (1 + i)^n + A × ((1 + i)^n − 1) / i

P is the initial deposit, A the monthly contribution (made at the end of each month), i the annual rate / 12 and n the number of months.

02

Worked example

$10,000 to start and $1,000 a month for 20 years at 5% a year: you put in $250,000 and end up with $438,160: $188,160 of that is interest.

The rule of 72 gives a quick estimate: at 6% a year, money doubles in about 72 / 6 = 12 years.

By Javier Mohino · Reviewed on 10/17/2026 · How we review our calculators · Spot an error? Let us know

Typical cases

What $10,000 grows to with compound interest

The final balance of a one-time $10,000 investment with no further contributions, by annual return and years, with interest reinvested every month (monthly compounding).

Annual return5 years10 years20 years30 years
3%$11,616$13,494$18,208$24,568
5%$12,834$16,470$27,126$44,677
7%$14,176$20,097$40,387$81,165
10%$16,453$27,070$73,281$198,374

Before taxes and inflation. Worked out with the calculator above; add monthly or yearly contributions there.

Table: What $10,000 grows to with compound interest (Annual return, 5 years, 10 years, 20 years, 30 years)Save or share this table as an image

Common questions

Frequently asked questions

Back to the calculator
What is compound interest?

It is interest calculated on your balance plus the interest already earned, so interest earns more interest. This calculator compounds monthly.

How is it different from simple interest?

Simple interest is always calculated on the original amount; compound interest is calculated on a balance that keeps growing. Over one year the gap is small, but over 20 years it is large. Compare it with the simple interest calculator.

How long does it take to double my money?

Divide 72 by the annual rate of return: at 6% it takes about 12 years and at 3%, about 24. This is the rule of 72, an approximation the calculator shows for your rate.

What rate of return is realistic?

It depends on the product and the risk you take. A savings account usually pays much less than a stock index fund, which can also lose value in some years. Using a high, constant return is the most common mistake. This calculator is not financial advice.

Is the interest taxed?

It can be: interest and investment gains may be taxable unless they sit in a tax-advantaged account. The calculator does not subtract taxes or fees, so your real result may be lower. Check the terms of your account.

How does inflation affect the result?

It lowers what the money is really worth: with 4% annual inflation, $438,000 in 20 years is worth about $200,000 in today's dollars. Enter it under More options to see it with your numbers.

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