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How Much of Your Loan Payment Is Interest? Full Amortization Schedule

See exactly how much of each payment is interest and how much touches the balance — month by month, with an extra-payment field that shows the years it removes.

Monthly payment

Total interest

Total repaid

Interest per $1 borrowed

Payoff in

Interest vs principal over the life of the loan

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How the calculation works

The same payment, split very differently Payment 1 interest  $1,562 principal $285 Payment 180 interest $1,001 principal $846 Payment 360 principal $1,838 Interest is charged on the balance that remains, so it falls only as the balance falls — which at first it barely does.

How to Use This Tool

An amortization schedule answers a question the monthly payment figure hides: where is the money actually going? On a typical 30-year mortgage at 6.25%, the first payment is roughly 85% interest. You can make twelve payments, hand over more than twenty thousand dollars, and find the balance has moved by about three thousand. That is not a scam; it is how interest on a declining balance works. But almost nobody is shown it before they sign.

Filling in the four fields

Enter the loan amount, the annual rate, and the term in years. The payment appears immediately, using the standard amortizing formula shown in the diagram above. The fourth field — extra per month — is the interesting one. Add even a small amount and watch two numbers move: total interest falls, and the payoff date moves closer. The reason the effect is so large is that every extra dollar goes entirely to principal, and principal removed early stops accruing interest for every remaining month of the term.

Total interest on $300,000 at 6.25% over 30 years +$0 $364,975 · 30y 0m +$100 $307,888 · 26y 1m +$300 $237,689 · 20y 11m
On a $1,847 monthly payment, an extra $300 — about a sixth — removes $127,285 of interest and just over nine years. The saving is disproportionate because principal removed early avoids interest for every remaining month of the term.

Reading the chart and the table

The stacked chart shows each year's payments split into interest and principal. The crossover point — where principal finally overtakes interest — is worth finding, because it is much later than most people assume. On a 30-year loan at typical rates it falls somewhere around year eighteen.

Press Show full schedule for the row-by-row detail. Switch to monthly rows if you need to check a specific statement, or keep yearly rows for planning. The CSV export opens directly in Excel or Google Sheets if you want to model scenarios the tool does not cover.

Things this calculator deliberately does not include

  • Property tax, insurance and escrow. Your actual mortgage payment is usually larger than this figure. This tool models the loan itself so the interest maths stays visible.
  • Variable rates. The schedule assumes the rate holds for the whole term. On a tracker or ARM, treat the output as the current-rate scenario and re-run it when the rate resets.
  • Fees rolled into the balance. If arrangement fees were added to the loan, enter the total amount borrowed rather than the amount you received.

One practical warning about extra payments: confirm with your lender that they are applied to principal rather than held as a prepayment of next month's instalment. The two are treated identically by some lenders and very differently by others, and only the first produces the saving shown here.

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Frequently Asked Questions

Why is my first payment almost all interest?
Because interest is charged on the balance outstanding, and at the start the balance is the entire loan. The payment is a fixed amount, so whatever is left after covering that month's interest goes to principal — which at the beginning is very little. As the balance falls, the interest portion falls with it and the principal portion grows.
How much difference does one extra payment a year make?
More than most people expect. On a 30-year loan, one extra monthly payment per year typically removes four to six years and a substantial share of total interest. The effect is largest early in the term, because principal removed in year two avoids interest for 28 more years.
Should I pay extra or invest the money instead?
It depends on your loan rate against your expected after-tax investment return, and on how much you value the certainty. Paying down a 6.25% loan is a guaranteed 6.25% return; an investment that might return 8% is not guaranteed. There is no universally correct answer, and this tool is not financial advice — but it gives you the exact interest saved so you can compare against a realistic return assumption.
Does this include property tax and insurance?
No. It models the loan only, so the interest and principal split stays clear. Your real mortgage payment usually bundles tax and insurance into an escrow account, which can add several hundred a month without affecting the amortization maths shown here.
What formula is used for the monthly payment?
The standard amortizing loan formula: P = L × r / (1 − (1 + r)^−n), where L is the loan amount, r is the monthly rate (annual divided by twelve) and n is the number of months. The schedule is then built by applying that payment month by month to a declining balance.
Why does my bank's figure differ by a few dollars?
Lenders vary in how they round, whether they use exact day counts or a uniform 30-day month, and how they handle the final payment. Those choices produce small differences that accumulate slightly over a long term. Treat this schedule as accurate for planning and your statement as authoritative for the exact cent.
Can I use it for a car loan or personal loan?
Yes. Any fixed-rate loan repaid in equal instalments amortizes the same way. Enter the amount, the rate and the term in years — a 60-month car loan is 5 years. The interest-heavy start is less dramatic on short terms, but it is still there.

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