Payment
Fixed for the whole term. Identical in month 1 and month 60 — only its job changes.
Build a complete month-by-month amortization schedule for any fixed-rate loan. See exactly how every payment splits between interest and principal, watch the balance fall, and find out what the loan really costs. Runs in your browser — nothing is submitted.
Copper rows mark the end of each year. Scroll to watch the interest column shrink and the principal column grow — that shift is the whole story of a loan.
| Month | Payment | Interest | Principal | Balance |
|---|
Figures are rounded to the nearest cent; the final payment is adjusted so the balance lands exactly on zero.
"Amortizing" just means killing the debt gradually with equal payments. The payment never changes — but what it does changes every single month.
Once the payment is fixed, the schedule builds itself with three steps repeated every month:
That is it. There is no trick — the entire table above comes from those three lines.
Interest is charged on what you still owe, so when the balance is biggest the interest bite is biggest. On $10,000 at 15% over 60 months, month one is $125 interest and $112.90 principal. The final month is almost entirely principal.
Because each payment shrinks the balance a little, next month's interest is slightly smaller — so slightly more goes to principal. Repeat sixty times and the curve tips over completely.
An extra dollar paid in month one removes a dollar of balance for all 59 remaining months, so it dodges interest 59 times. The same dollar paid in month 59 dodges it once. That asymmetry is why front-loading extra payments is worth so much more than back-loading them.
Fixed for the whole term. Identical in month 1 and month 60 — only its job changes.
The lender's fee for that month, charged on the balance you carried into it. Biggest at the start.
The part that actually reduces the debt. This is the number you want to grow — extra payments land here.
What is left after that payment. Falls slowly at first, then accelerates as the interest bite weakens.
A table listing every payment over the life of a loan. Each row shows the payment, how much goes to interest, how much reduces principal, and the balance left. The payment stays constant, but the split shifts steadily toward principal as the balance falls.
The fixed payment comes from M = P × r ÷ (1 − (1 + r)−n). Then each month: interest = balance × r, principal = payment − interest, new balance = balance − principal. Repeat until zero.
Interest is charged on what you still owe, and early on you owe the most. On $10,000 at 15%, month one is $125 interest and about $113 principal. As the balance shrinks, the interest portion shrinks with it and more of the same payment hits principal.
Yes, a lot. Extra money goes straight to principal, so next month's interest is charged on a smaller balance. That compounds — the loan ends earlier and total interest drops. Extra paid early is worth far more than the same amount paid late.
Any fixed-rate loan repaid in equal monthly installments — personal loans, installment loans, auto loans, most fixed mortgages. It does not model variable rates, interest-only periods or balloon payments, and excludes fees.
No. The schedule shows the balance at each month-end assuming scheduled payments. A lender's payoff quote is the balance plus interest accrued to the exact payoff date and may include fees, so it can differ slightly.
No. It runs entirely in your browser, asks for no personal details, and performs no credit check. Nothing is submitted when you move the sliders.
A schedule is only as good as the APR behind it. See what you actually qualify for in about 5 minutes — soft check, no impact to your credit.