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Compound Interest Calculator Canada

Project Canadian investment growth using A=P(1+r/n)^(nt) with monthly or annual compounding.

Updated May 26, 2026

MoneyMapCanada Editorial Team
Fact-checked by MoneyMapCanada Editorial TeamUpdated May 26, 2026

MoneyMapCanada Editorial Team

Editorial review and fact-check team

The MoneyMapCanada Editorial Team reviews every article and calculator for factual accuracy, source integrity, and consistency with current Canadian government guidance. Each piece is cross-checked against CRA publications, FCAC consumer guidance, CMHC rules, or CDIC coverage definitions before publication. The team also monitors for rate and rule changes and flags outdated content for revision.

Fact-check process: each article cross-referenced against the named government source before publication
Rate and rule monitoring: content flagged and updated when CRA, FCAC, CMHC, or CDIC guidance changes

Growth assumptions

Projected future value

$19,122

Using A=P(1+r/n)^(nt), compounded monthly.

Future value

$19,122

Starting balance

$10,000

Contributions

$70,000

Projected growth

$0

Investment growth chart

$103,323

$0

Contributions vs growth

Contributions$70,000
Investment growth$0

Future value breakdown

$19,122
Money contributed100%

$70,000

Projected growth0%

$0

Growth progress

Progress to milestone27%

$19,122 of $70,000

Growth share0%

How much of the future value comes from compounding.

Assumptions used

Starting balance$10,000
Monthly contribution$500
Return6.5%
Years10

What if scenarios

Return at 7.5% (+1%)

$110,086

$90,964 more projected

+$200/mo contribution

$137,004

$117,882 more projected

15 years (+5 years)

$178,214

Five extra years of compounding

At 7% (market average)

$106,639

Using a long-run market return estimate

Contributing $500/month at a 6.5% annual return, your money doubles roughly every 11 years (Rule of 72). Of your projected $19,122, 0% comes from compounding — the rest from your contributions.

Real-world context

Rule of 72: At 6.5%, money doubles every ~11 years. Over 10 years you get roughly 0 doublings.

Compounding share: 0% of your projected value comes from investment growth rather than money you contributed.

TFSA annual limit: The 2026 TFSA annual contribution limit is $7,000. Regular TFSA contributions are a tax-free way to capture this growth.

How this calculator works
FormulaFV = PV(1 + r/12)^(12n) + PMT × [(1 + r/12)^(12n) − 1] / (r/12)
CompoundingMonthly compounding applied to both starting balance and ongoing contributions
ReturnNominal annual return — does not account for inflation or taxes on gains outside a registered account
NoteProjections are estimates. Actual returns vary with market conditions.

This calculator is best for

  • Canadians projecting TFSA, RRSP, or non-registered investment growth
  • Anyone visualizing the long-term impact of consistent contributions
  • Financial planning conversations about savings targets

Not suitable for

  • Guaranteed investment products (GICs, bonds) — returns are fixed, not compounded monthly
  • Tax-optimized modelling — consult an advisor for after-tax projections
  • Exact TFSA/RRSP contribution room calculations — use CRA My Account

Note: This calculator is designed to be conservative and may show slightly higher costs or lower returns than promotional tools. Use it for planning purposes only — not as a commitment from any lender or institution.

Calculator method

How to use this result before making a decision

Run a conservative scenario first, then test a best-case and stress-case version. A calculator is most useful when it shows whether the decision survives higher costs, slower payoff, lower returns, or a tighter monthly budget.

Methodology and limits

  • Inputs are educational estimates and may use simplified formulas or rounded assumptions.
  • Actual results can change because of tax rules, lender terms, fees, timing, compounding, province, credit profile, or provider eligibility.
  • Use the output as a planning checkpoint, then confirm final numbers with official sources, your financial institution, employer, insurer, lender, or a qualified professional.

What is compound interest and how does it work?

Compound interest means your earnings generate additional earnings each compounding period. Unlike simple interest (applied only to principal), compound interest applies to both the original amount and accumulated gains. A $10,000 investment at 7% compounded annually becomes $19,671 after 10 years — versus $17,000 with simple interest.

How do I use a compound interest calculator for Canada?

This Canadian compound interest calculator applies the formula A = P(1+r/n)^(nt). Enter your starting balance and annual return rate — the tool projects your future balance using monthly compounding. Canadian bank accounts, GICs, and most investments compound monthly, making this the most accurate model for Canadian savings.

What is the compound interest formula?

The compound interest formula is: A = P(1 + r/n)^(nt), where P is principal, r is annual interest rate, n is compounding periods per year (12 for monthly), and t is years. For a $5,000 investment at 5% compounded monthly over 10 years: A = $5,000 × (1 + 0.05/12)^(120) = $8,235.

How does compound interest work on a loan or mortgage in Canada?

Canadian mortgages compound semi-annually by law. Personal loans and credit cards compound monthly. On a $20,000 loan at 7% compounded monthly, the effective annual rate is 7.23% — slightly higher than the stated rate. The longer the term, the larger the compounding effect on total interest paid.

What is the difference between compound and simple interest?

Simple interest: Interest = P × r × t. Compound interest: A = P(1+r/n)^(nt). On $10,000 at 5% for 5 years: simple interest returns $12,500 total; monthly compounding returns $12,834. The difference is modest at 5 years but grows dramatically — at 20 years: $20,000 simple vs $27,126 compounded monthly.

Sources used

Official references checked for this page

Updated May 26, 2026

Each claim on this page is traceable to one of the government authorities or regulators below. Rates, tax rules, eligibility requirements, and product terms can change — verify current details directly with the linked source before making any financial decision.

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