Mortgage amortization explained
Last updated: 2026-08-14
Amortization is the schedule that clears a loan through level payments. The payment stays identical for thirty years. What it is doing reverses completely over that time, and the turning point is much later than most people expect.
The crossover point
Take $400,000 over 30 years at 6.5%, a payment of about $2,528. The month where principal finally exceeds interest is the month your balance falls below half the payment divided by the monthly rate — around $233,000 on this loan.
That happens at roughly payment 232, about 19 years and 4 months in. For nearly two-thirds of a thirty-year mortgage, more of every payment goes to the lender than to you.
| Payment | Interest | Principal |
|---|---|---|
| 1 | $2,166.67 | $361.61 |
| ~232 (crossover) | ≈$1,264 | ≈$1,264 |
| 360 | ≈$14 | ≈$2,514 |
Why it works that way
Interest is charged on the balance outstanding, not on the original loan. Early on the balance is nearly the full amount, so interest consumes most of the payment and principal barely moves. Because principal barely moves, next month's interest is barely lower. The loan is slow to start precisely because it is slow to start.
Once the balance does fall meaningfully, the effect runs the other way and accelerates. The final payment on this loan is almost entirely principal.
This is also why total interest is so large. Over 360 payments of $2,528.27 you repay about $910,000 on a $400,000 loan — roughly $510,000 of interest, more than the house cost.
Reading a schedule
Each row shows opening balance, interest charged, payment applied, principal repaid, any extra principal, and closing balance. Three things are worth checking rather than skimming:
- Interest in year one. Multiply it by the years you expect to stay. That is the real cost of the early period, and it is what refinancing resets.
- Balance at the year you might sell. Equity from repayment alone is usually far smaller than people assume at the five-year mark.
- Where extra payments land. An extra amount applied at payment 12 has 348 months of interest to prevent; the same amount at payment 300 has 60.
See your own schedule
The mortgage amortization calculator produces the period-by-period schedule, the balance chart, and the total interest estimate. To test extra principal against it, use the extra payment calculator.
Related reading: how mortgage payments work and extra mortgage payments.
How the split moves over the term
The payment is level but its composition is not. Here is the same payment at four points in a thirty-year loan.
| Payment number | To interest | To principal | Balance remaining |
|---|---|---|---|
| 1 | $1,625 | $271 | $299,729 |
| 60 (year 5) | $1,527 | $369 | $281,244 |
| 180 (year 15) | $1,164 | $732 | $214,111 |
| 360 (final) | $10 | $1,886 | $0 |
The crossover, where principal first exceeds interest, arrives around payment 220 on this loan. Higher rates push it later; a shorter term pulls it much earlier.
Common questions
When does my loan cross over to mostly principal?
On a typical thirty-year loan at current rates, somewhere between years twelve and eighteen. The exact point depends on the rate: the higher the rate, the later the crossover.
Does an extra payment shorten the term or lower the payment?
By default it shortens the term. The payment stays the same and the balance falls faster, so the schedule ends earlier. Lowering the payment instead requires a recast, which most lenders charge for.
Why does my balance barely move in year one?
Because the first year is almost entirely interest on the largest balance the loan will ever have. This is arithmetic rather than a fee.
Is the schedule fixed forever?
Only for a fixed-rate loan with no extra payments. Any additional principal, a recast, or a rate adjustment on an adjustable loan rebuilds the remaining schedule from that point.
Related reading
The rest of this series, and the calculators that let you run the idea on your own numbers.
More mortgage guides
Try it with your figures
See also all guides, every calculator, and the calculation methodology behind these estimates.