How to calculate mortgage payments: the four inputs and the formula
Every Canadian mortgage payment comes from just four inputs: the principal (the amount you borrow), the interest rate, the amortization (how many years until the loan hits zero), and the payment frequency. Feed those into one equation and you get a level payment — the same amount every period that pays the loan off exactly on schedule.
That equation is the standard amortization formula: Payment = P × [ i(1+i)^n ] / [ (1+i)^n − 1 ]. Here P is the principal, i is the interest rate for a single payment period, and n is the total number of payments (for a monthly payment on a 25-year amortization, n = 300). The formula looks intimidating, but conceptually it’s simple: it finds the one payment amount that, applied repeatedly at that interest rate, drives the balance to zero at the end of the amortization — no more, no less.
The only genuinely Canadian part is how you derive i, and we cover that next. Once you have the payment, you can verify it instantly by plugging your four inputs into our free mortgage calculator, which runs this exact formula and returns the payment a lender would quote — along with a full principal-and-interest breakdown.

