Amortization calculator
See your loan's complete amortization schedule. Watch interest dominate the early years and principal take over the back half — the math behind every fixed-rate loan.
What is amortization?
Amortization is the schedule of how each fixed monthly payment is split between interest (paid on remaining balance) and principal (paid down on the loan). The payment is constant; the split changes each month.
Early payments: mostly interest because the balance is huge. Late payments: mostly principal because the balance is small. The crossover point on a 30-year mortgage is typically around year 18–20.
$300k mortgage at 7% — first 5 years vs last 5 years
| Year range | Total paid | Interest | Principal |
|---|---|---|---|
| Years 1–5 | $119,724 | $101,470 (85%) | $18,254 (15%) |
| Years 6–10 | $119,724 | $94,672 (79%) | $25,052 (21%) |
| Years 11–15 | $119,724 | $85,343 (71%) | $34,381 (29%) |
| Years 16–20 | $119,724 | $72,538 (61%) | $47,186 (39%) |
| Years 21–25 | $119,724 | $54,963 (46%) | $64,761 (54%) |
| Years 26–30 | $119,724 | $30,841 (26%) | $88,883 (74%) |
Amortization formula
Monthly interest = Balance × (APR / 12) Monthly principal = Payment − Monthly interest New balance = Old balance − Monthly principal Payment = P × r × (1+r)^n / ((1+r)^n − 1) P = principal, r = APR/12, n = months
Amortization Calculator FAQ
Why is most of my mortgage payment going to interest?
What's a fully amortized loan?
How can I pay off my mortgage faster?
Can I see how each extra payment changes the schedule?
Is amortization the same as depreciation?
What if I make biweekly payments?
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