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Loan Payment Calculator Canada
Estimate your monthly loan payment and total interest for a fixed-rate loan in Canada. Enter the amount, rate and term to see the payment, the interest cost and the amortization — then compare it with a car loan or a mortgage, the two loans most Canadians actually take out.
Use the calculator
Enter your own assumptions in the related tool. This page explains what to consider before interpreting the result.
Open Debt Payoff Calculator →What to consider
Start with the numbers you actually know. For income questions, distinguish gross pay from net pay. For borrowing questions, consider the rate, term, fees, taxes and insurance that apply to your situation. For savings questions, treat the rate of return as an assumption rather than a guarantee.
For Canadian tax, payroll, registered-account and lending questions, rules can change and personal circumstances matter. Use official government, employer, lender or account records to confirm important figures.
How the Loan Payment Formula Works
Every fixed loan payment — car loans, personal loans, mortgages — comes from the same amortization formula: M = P×r(1+r)^n/((1+r)^n−1), where P is the principal, r is the monthly rate (annual rate ÷ 12), and n is the number of payments. Take a $20,000 loan at 6.99% over 5 years: r = 0.0699 ÷ 12 = 0.005825, n = 60, and the formula gives a monthly payment of $395.93. Total interest over the life of the loan is $3,755.78.
Rate Sensitivity: 6.99% vs 9.99% on the Same Loan
Borrowing $20,000 over 60 months at 6.99% costs $395.93 per month and $3,755.78 in total interest. At 9.99% the same loan costs $424.84 per month and $5,490.55 in interest — a difference of only $28.91 per month, but $1,734.77 in total. Three percentage points sounds small, yet it adds nearly 9% to the total amount you repay. Shopping for a lower rate or improving your credit score first is easily worth the effort: every point matters enormously over five years.
Biweekly vs Monthly Payments
With monthly payments you make 12 payments a year. With biweekly half-payments you make 26 half-payments a year — the equivalent of 13 full monthly payments. That one extra monthly payment per year goes straight to principal and quietly shortens the loan. On a $20,000, 6.99%, 60-month loan at $395.93 per month, a biweekly schedule of $197.97 shaves several months off the term and saves a few hundred dollars in interest — with no change in how much you actually spend per paycheque. If your lender offers a true biweekly plan, take it.
Frequently asked questions
How accurate is this loan payment calculator canada?
It is an educational estimate. Results depend on the assumptions you enter and may not match a payroll statement, lender decision, tax assessment or account statement.
What should I enter?
Use your own income, price, balance, rate, payment or contribution assumptions. For tax and payroll questions, verify important figures with official sources.
Can I use this for a final financial decision?
Use it as a planning tool. Confirm final amounts with the relevant employer, lender, financial institution or government source.
How is a fixed loan payment calculated?
With the amortization formula M = P×r(1+r)^n/((1+r)^n−1). For example, $20,000 at 6.99% over 60 months gives $395.93 per month, with $3,755.78 in total interest. The formula is exact for fixed-rate loans, which is why calculator results match lender quotes to the cent.
How much difference does a higher interest rate make?
A lot. On a $20,000, 5-year loan, 9.99% instead of 6.99% raises the payment from $395.93 to $424.84 per month — just $28.91 more, but $1,734.77 in extra total interest. Even a one-point rate improvement is worth roughly $580 on this loan.
Is paying biweekly better than paying monthly?
Yes, with a true biweekly plan. Twenty-six half-payments per year equal 13 full monthly payments instead of 12, so one extra payment each year goes entirely to principal — shortening the loan by several months and saving hundreds in interest at no extra monthly cost.