# Compound Interest Calculator With Contributions

> Watch compound growth on a starting amount and monthly deposits, with a year by year table of what you paid in and what the interest added

Start with $10,000, add $300 every month, and earn 6%. After 20 years you have $171,714, and $89,714 of it is interest. Type in your own numbers below and see how your plan stacks up.

## When does the growth really show up?

Later than you'd think. In the example above, interest is $6,420 after five years but $47,787 after fifteen. Each year's interest is earned on a bigger balance, so the yearly gain keeps climbing. Here are the balances at every fifth year.

| Year | Paid in | Interest | Balance |
| --- | --- | --- | --- |
| 5 | $28,000 | $6,420 | $34,420 |
| 10 | $46,000 | $21,358 | $67,358 |
| 15 | $64,000 | $47,787 | $111,787 |
| 20 | $82,000 | $89,714 | $171,714 |

By year 20 the interest is bigger than everything you paid in. The result also lists every single year, so you can find any point in between, like the year your balance passes $100,000.

## What if you start with nothing, or with a lump sum?

Plenty of people begin with nothing saved, and that's fine. Try $500 a month at a 5% return over 30 years. You pay in $180,000 and end up with $416,129, so $236,129 is interest.

A lump sum on its own behaves differently. $10,000 at 6% with monthly compounding and no deposits becomes $18,194 after 10 years and $33,102 after 20. And how often it compounds barely matters, as this one-year look at 6% shows.

| Compounded | Interest after one year | Balance |
| --- | --- | --- |
| Yearly | $600 | $10,600 |
| Twice a year | $609 | $10,609 |
| Quarterly | $614 | $10,614 |
| Monthly | $617 | $10,617 |
| Daily | $618 | $10,618 |

## How long does it take to double?

A quick ballpark is the rule of 72: divide 72 by the rate. At 6% that gives 12 years. Worked out properly with monthly compounding, $10,000 doubles in about 11.6 years, so the shortcut is close enough for a back-of-the-napkin check. It also shows why a point or two of rate matters over a long stretch. At 4% the shortcut says 18 years, and at 8% it says 9.

## What does the calculator assume?

One fixed rate for every year, and a monthly deposit that never changes. Real investments rise and fall, and a savings account rate can move. Don't read the result as a promise. Test a lower rate as well, say a point or two under your first guess, and see whether the plan still works for you. Taxes, fees and inflation aren't included. Prices in 20 years will buy less than the balance suggests, so the balance will feel smaller than it looks. And a figure like 6% is a nominal rate, which the compounding schedule turns into a slightly higher effective one.

Should you add more each month or give it more time? Time wins, and it isn't close. Run the same $300 for 10 years, then for 20. The balance at 10 years is $67,358 in the default example, and it more than doubles by year 20, because the second decade earns interest on a much bigger base.

## Is the interest taxable?

It depends on where the money sits. In a TFSA, growth isn't taxed. In an RRSP, it's taxed later when you take the money out. In an ordinary savings account or GIC, interest counts as income each year and goes on your return, as the CRA explains on its page about [interest and other investment income](https://www.canada.ca/en/revenue-agency/services/tax/individuals/topics/about-your-tax-return/tax-return/completing-a-tax-return/personal-income/line-12100-interest-other-investment-income.html). The calculator shows growth before any of that, so a plan in a taxable account will land a little lower at tax time.

## Where should you go from here?

For a fixed term deposit, use the [GIC calculator](https://tax-services.ca/calculators/savings-budget/gic-calculator). If all you want is the interest on one amount with no deposits, the [interest calculator](https://tax-services.ca/calculators/savings-budget/interest-calculator) compares simple and compound interest. Registered accounts have their own tools, such as the [TFSA calculator](https://tax-services.ca/calculators/rrsp-retirement/tfsa-calculator) and the [RRSP calculator](https://tax-services.ca/calculators/rrsp-retirement/rrsp-calculator).

## How we checked the figures

Every result comes from the growth formula in the calculator. The yearly rate is converted to a rate for the compounding schedule you pick, interest is added each period, and the deposit follows at month end. No rates or limits are stored, so each number you see comes from what you enter. No government body has reviewed or endorsed what you read here.

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Source: https://tax-services.ca/calculators/savings-budget/compound-interest-calculator
Last updated: 2026-10-06
Independent information site. Not affiliated with the CRA. No services, no guarantee of accuracy. See https://tax-services.ca/disclaimer