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Amortization Calculator

Generate a full month-by-month payment schedule for any fixed-rate loan.

Term
Monthly payment
Total interest
Total paid

What is amortization calculator?

An amortization schedule is the full month-by-month story of a fixed-rate loan. Each payment is the same dollar amount, but its split between principal and interest changes every month. Month 1 of a $200,000 mortgage at 6.5% sends $1,083 to interest and $181 to principal. Month 360 sends almost all of the $1,264 to principal. The crossover — when principal first exceeds interest in a single payment — happens roughly two-thirds of the way through the loan for typical rates.

The calculation is simpler than it looks. Each month: interest = balance × monthlyRate, then principal = payment − interest, then newBalance = oldBalance − principal. Repeat for n months. The monthly payment M is chosen so the balance hits zero exactly at month n — the formula M = P × r / (1 − (1 + r)^−n) is what makes it line up.

For users planning extra payments, biweekly schedules, or lump-sum prepayments, the mortgage-payoff calculator handles those scenarios. This tool stays focused on the straight schedule: enter the loan, get the table, download or print it.

When to use a amortization calculator

  • Seeing how a mortgage breaks down — A homebuyer wants to see how much of their $1,264 monthly payment goes to interest vs principal in year 1 vs year 20.
  • Generating a printable payment schedule — A bookkeeper needs a complete table of payments for a small business loan to attach to year-end records.
  • Comparing loan offers — Two lenders quote different rates and terms. Run each through the calculator to see total interest paid over the life of the loan, not just the monthly number.

How to use the Amortization Calculator

  1. Enter loan amount and rateType the principal (the amount you're borrowing) and the annual percentage rate as quoted by the lender (6.5 means 6.5%).
  2. Set the termChoose years or months and enter the loan length. A 30-year mortgage is 360 months.
  3. Optional: set a start dateIf you want the schedule labeled with real calendar months instead of 'Month 1, Month 2, …', enter the date of your first payment.
  4. Review and downloadExpand the month-by-month schedule to see every payment. Click 'Download CSV' to open it in a spreadsheet, or print the page for a paper schedule.

Worked examples

30-year mortgage

Input:  $200,000 at 6.5%, 30 years
Output: Monthly $1,264.14, total interest $255,089, total paid $455,089

5-year auto loan

Input:  $25,000 at 5%, 60 months
Output: Monthly $471.78, total interest $3,307, total paid $28,307

Zero-interest loan

Input:  $12,000 at 0%, 12 months
Output: Monthly $1,000, total interest $0, total paid $12,000

Frequently asked questions

What is amortization?
Amortization is the process of paying off a loan with equal periodic payments. Each payment is partly interest (calculated on the current balance) and partly principal (which reduces the balance). Early in the loan, most of each payment is interest; late in the loan, most of each payment is principal. The amortization schedule shows the breakdown for every month.
How is the monthly payment calculated?
The formula is M = P × r / (1 − (1 + r)−n), where P is the principal, r is the monthly rate (annual rate ÷ 12), and n is the term in months. This produces a constant payment that pays off the loan exactly in n months.
Why does this not include extra-payment modeling?
For extra-payment scenarios — paying down a mortgage early with extra monthly contributions, biweekly schedules, or lump-sum prepayments — use the mortgage payoff calculator instead. This tool is for the pure standard schedule.
What's APR vs APY?
APR (annual percentage rate) is the nominal rate, what lenders quote. APY (annual percentage yield) bakes in compounding. For amortizing loans, lenders quote APR; this calculator expects APR, which it divides by 12 to get the monthly rate.
Why doesn't the math match my lender's amortization schedule exactly?
Most likely your loan has a small irregularity: a non-standard payment frequency, a partial first month, or fees rolled into the balance. The math here is the textbook fixed-rate amortization. Differences of a few cents per month accumulate to a few dollars across the loan.
Can I use this for credit-card debt?
Credit cards charge interest daily and have minimum-payment rules that vary by issuer — this calculator's fixed monthly schedule isn't a perfect model. If you commit to a fixed monthly payment well above the minimum, the result here is close but not exact.
What does the start date input change?
Only the label on each schedule row. With no start date, rows are labeled 'Month 1, Month 2, ...'. With a start date of June 2026, the same rows become 'Jun 2026, Jul 2026, ...'. The math is identical either way.