Investing and saving in Canada
Canadians have three powerful registered accounts. The Tax-Free Savings Account (TFSA) grows and pays out tax-free; the RRSP defers tax and can lower this year's taxable income; and the newer First Home Savings Account (FHSA) combines an RRSP-style deduction with tax-free withdrawals for a first home. Using these before a taxable account keeps more of your compounding.
The Bank of Canada targets 2% inflation within a 1-3% band, so your real return after inflation is what grows your buying power. Investments aren't guaranteed, but a diversified portfolio compounds the way this calculator illustrates.
- Tax-free: TFSA growth and withdrawals.
- Tax-deferred: RRSP contributions lower taxable income now.
- First home: FHSA blends a deduction with tax-free withdrawal.
Canada-specific questions
TFSA or RRSP first?
It depends on your income now versus in retirement. A TFSA suits flexible, tax-free growth and lower-income years; an RRSP suits higher earners wanting a deduction today. Many Canadians use both, and an FHSA if saving for a first home.
What is the FHSA?
The First Home Savings Account lets eligible first-time buyers contribute with a tax deduction (like an RRSP) and withdraw tax-free for a qualifying home purchase (like a TFSA), within annual and lifetime limits.
A Practical Guide to Systematic Investing (SIP)
A Systematic Investment Plan (SIP) is the discipline of investing a fixed amount at regular intervals - usually monthly - rather than trying to time a single large purchase. It turns investing into a habit and harnesses two powerful forces that build long-term wealth: compounding and cost averaging. This guide explains the mathematics behind why small, consistent contributions so often outperform sporadic lump sums.
The Compounding Engine
The future value of a monthly SIP is governed by the annuity formula: FV = P × [ (1 + i)ⁿ − 1 ] / i × (1 + i), where P is your monthly contribution, i is the monthly rate (annual return ÷ 12), and n is the number of months. The key insight is that the earliest contributions have the most time to compound, so each one you make today is worth far more than the same amount contributed years later.
For example, investing $300 a month at an assumed 10% annual return grows to roughly $61,000 after 10 years - of which about $25,000 is growth on top of your $36,000 in contributions. Leave it for 25 years and the same $300/month becomes approximately $398,000, with contributions of just $90,000. The extra 15 years does the heavy lifting; this is why starting early matters more than starting big.
Dollar-Cost Averaging Explained
Because you invest the same amount every month, you automatically buy more units when prices are low and fewer when prices are high. Over a volatile period this pulls your averagepurchase price below the simple average of market prices - a mathematical consequence of the harmonic mean. It also removes the emotional temptation to "wait for a better price," which is where most individual investors lose money.
Step-Up SIPs
Increasing your contribution each year in line with your salary - a step-up SIP - dramatically improves outcomes. Raising a $300 monthly investment by just 10% a year can add tens of thousands to the final balance over a long horizon, because the larger later contributions still benefit from years of compounding.
Frequently Asked Questions
Is a SIP better than investing a lump sum?
If you already hold a large cash amount and markets are fairly valued, a lump sum has more time invested and often wins mathematically. But for most people investing out of monthly income, a SIP is the realistic choice - and it removes timing risk by averaging your entry price across many months.
What return should I assume in the calculator?
Use a conservative, long-run figure for a diversified equity index - commonly 7-10% before inflation, depending on your market. Returns are never guaranteed; always model a lower 'pessimistic' scenario alongside your base case.
What happens if I pause my SIP?
Pausing simply stops new contributions; your existing units keep compounding. The bigger cost is the missed contributions during that window, which lose their full runway of compounding - usually far more damaging than a temporary market dip.
How does inflation affect my SIP result?
A calculator's nominal figure overstates future purchasing power. As a rule of thumb, subtract your expected inflation rate from your assumed return to see the 'real' growth of what your money can actually buy.