Amortization Schedule
Full loan amortization table with principal, interest, and payoff date, plus CSV export.
Educational estimate only — not investment, lending, or financial advice. Confirm figures with statements or a qualified professional before you act.
About this tool
Enter a loan amount, rate and number of payments to see the level payment and a full payment-by-payment schedule. Add an extra payment each period to see how much sooner you finish and how much interest you save. Download the schedule as CSV.
How to use
How it works
The level payment is fixed by the loan amount, rate and term, with interest compounding at the payment frequency. Each month interest is charged on the remaining balance; the rest of the payment reduces principal, so early payments are mostly interest. Any extra payment goes entirely to principal and the schedule stops the period the balance reaches zero.
payment = P × i ÷ (1 − (1 + i)^−n) interest = balance × i principal = payment − interest i = annual rate ÷ payments per year
Worked example
A 300,000 loan at 6.5% over 30 years
- Input
- Loan 300,000; 6.5%; 12 a year; 360 payments; extra 0, then 200
- Output
- Payment 1,896.20; total interest 382,636.71. With 200 extra: paid off in 277 payments; interest 279,186.52
- Walkthrough
- In month one, interest is 300,000 × 0.065 ÷ 12 = 1,625.00 and principal is 271.20. With 200 extra each month the loan clears in 277 payments instead of 360, 83 payments sooner, and interest drops by 382,636.71 − 279,186.52 = 103,450.19.
Limitations
- Fixed rate, level payments. Variable rates, fees and escrow are not modelled.
- Extra payment is the same every period.
- Estimate only; your lender's schedule governs.
Questions
What is the monthly payment on 300,000 at 6.5% for 30 years?
How much does an extra 200 a month save?
Why is so much of the early payment interest?
Can I download the schedule?
Features
- Full payment schedule
- Extra payment simulation
- CSV download
- Optional start date
- Runs in your browser
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