Free tool · Works in any currency

Compound Interest Calculator

Enter what you have, what you add each month, an expected return and a timeline. See your future balance, how much you contributed and how much came from growth.

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EMOH Pay web app: Compound Interest Calculator
EMOH Pay net worth screen showing $29,010 and what changed
$5,000 + $200/mo, 6%, 20 yrs$108,959
Growth shareabout half
Quick answer

How much will my savings grow?

Your savings grow by your contributions plus interest earned on both the money you put in and the interest already added. For example, $5,000 plus $200 a month at a 6% annual return, compounded monthly, grows to about $108,959 in 20 years. You contribute $53,000; the other $55,959 is compound growth.

Compounding usedMonthly
Rule of 72 at 6%Doubles in about 12 years
Bank of Canada inflation target2%
InputsStart, monthly, return, years
Enter your numbers above

How this compound interest calculator works

The compound interest calculator adds interest to your balance every month, then earns interest on that larger balance the next month. Over time, the interest starts earning interest of its own. That snowball is what makes long timelines so powerful.

Four inputs drive the result. Change any one of them to see how much it matters.

  • Starting amount: what you have saved or invested today.
  • Monthly contribution: what you plan to add each month. Enter 0 to see a lump sum grow on its own.
  • Annual return (%): the yearly interest rate or expected investment return. The calculator divides it by 12 and compounds monthly.
  • Years: how long the money stays invested.

The results show your final balance, the total you contributed and the growth from interest, plus a table at 5-year steps. The maths works the same in any currency, so you can enter amounts in dollars, pounds, rupees or anything else.

Savings growth example: $5,000 plus $200 a month

Here is how $5,000 with $200 added every month grows at a 6% annual return. In the early years, most of the balance is your own money. By year 20, growth from interest is larger than everything you contributed.

6% annual return, compounded monthly.
YearTotal contributedBalanceGrowth from interest
5$17,000$20,698$3,698
10$29,000$41,873$12,873
15$41,000$70,434$29,434
20$53,000$108,959$55,959
25$65,000$160,924$95,924
30$77,000$231,016$154,016
Balance of $5,000 plus $200 a month at 6%Year 5$20,698Year 10$41,873Year 15$70,434Year 20$108,959Year 25$160,924Year 30$231,016
Balance of $5,000 plus $200 a month at 6% · Source: EMOH Pay calculation

How much does the rate of return change the result?

The rate matters a lot over long periods. Using the same $5,000 start and $200 a month for 20 years, each extra two percentage points adds tens of thousands of dollars. That is why fees and the type of account you use deserve attention.

Annual returnBalance after 20 yearsGrowth from interest
2%$66,416$13,416
4%$84,468$31,468
6%$108,959$55,959
8%$142,438$89,438

Returns are not guaranteed. A savings account or GIC pays a stated rate, while stock and bond investments can rise or fall from year to year. Use a conservative rate for planning and test a lower one to see a cautious outcome.

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Why starting early matters

Time is the biggest driver of compound growth. Someone saving $300 a month at 6% for 35 years ends up with about $427,000, having contributed $126,000. Saving the same amount for 15 years gives about $87,000 from $54,000 in contributions. The extra 20 years lifts the growth from about $33,000 to about $301,000.

$300 a month, 6% annual return, no starting amount.
Years savingTotal contributedBalance
15$54,000$87,246
25$90,000$207,898
35$126,000$427,413

A quick way to estimate doubling time is the rule of 72: divide 72 by the annual return. At 6%, money doubles in about 12 years. Try it with the rule of 72 calculator.

Compounding frequency: monthly, daily or yearly

The more often interest is added, the slightly faster money grows. $10,000 at 5% for 10 years grows to about $16,289 with yearly compounding, $16,470 with monthly compounding and $16,487 with daily compounding. The difference is real but small next to the effect of time, rate and contributions.

For a plain-language explanation of how interest on interest works, read our guide to what compound interest is.

Making compound interest work for you

  1. Automate a monthly contribution on payday, even a small one.
  2. Use a tax-sheltered account where you can. Growth in a TFSA is tax-free. Check the 2026 TFSA limit for your room.
  3. Keep fees low, because they reduce your return every year.
  4. Factor in inflation. The Bank of Canada targets 2% inflation, so a 6% return is closer to 4% in today's money. The inflation calculator shows how prices change over time.
  5. Track the goal. Set a savings goal in EMOH Pay and watch your net worth grow alongside your budgets. See all EMOH Pay features.

Compound interest also works against you on debt. A credit card balance grows the same way, which is why the credit card interest calculator is worth a look if you carry a balance.

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FAQ

Compound Interest Calculator: frequently asked questions

What is the formula for compound interest?

For a lump sum, the future value is P × (1 + r/n)^(n × t), where P is the starting amount, r is the annual rate, n is the number of compounding periods per year and t is the number of years. Regular contributions add a second term, which this calculator includes.

Does the calculator compound monthly or yearly?

Monthly. It divides your annual return by 12 and adds interest each month, which matches how most savings accounts and regular investment plans work.

What return should I use?

Use the stated rate for a savings account or GIC. For investments, pick a conservative long-term assumption and test a lower rate too. Past returns do not guarantee future ones.

Does the result include tax or inflation?

No. The result is before tax and in future dollars. Growth inside a TFSA is not taxed, and you can subtract expected inflation from the return to see the result in today's money.

Can I use it for other currencies?

Yes. The calculation is the same in any currency. Enter your amounts in the currency you save in.

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