Finance

Loan Payment Calculator

Estimate monthly payments, total repayment and interest on a fixed-rate loan. Zero-interest loans supported. Free estimate.

Calculator

How it works

Estimate excludes fees and insurance. A zero interest rate is supported.

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About the Loan Payment Calculator

Estimate the monthly payment, total repayment and total interest on a fixed-rate loan. Zero-interest loans are supported.

How to use it

Enter the loan amount, the annual interest rate and the length in years. A zero rate is allowed for interest-free loans. The table shows what happens to the balance each year.

Formula

Payment = L × r ÷ (1 − (1 + r)^−n), with monthly rate r and n monthly payments

Worked example

A 10,000 loan at 6% over 5 years costs about 193.33 per month.

Understanding your result

The headline is your estimated monthly payment. The table splits each year into principal paid and interest paid, so you can see that early payments are mostly interest.

When it is useful

Common mistake

Comparing loans by monthly payment alone. A longer term lowers the payment but increases the total interest, so always look at the total repayment as well.

A good fit for fixed loans, a poor one for cards

Use this page for loans with a fixed rate and a fixed number of payments: a car loan, a personal loan, or a standard amortizing mortgage. Those products are designed around one number — the monthly payment — and this calculator derives it from the amount, rate and term, then shows where the money goes year by year.

It is the wrong tool for credit cards, which have no fixed end date and calc interest daily on a floating balance. For a card you are clearing with a chosen monthly payment, use the Credit Card Payoff Calculator. Variable-rate loans are also a poor fit beyond the current rate: run the calculation at several rates instead of trusting one guess. And if your real question is "how much may I borrow?", the answer lives in the Loan Affordability Calculator, which runs this maths in reverse.

A worked example, step by step

Problem: a car loan of 20,000 at 5.9% for five years. What is the monthly payment?

  1. Convert the annual rate to a monthly one: 5.9 ÷ 12 = 0.49167% per month (0.0049167).
  2. Count the payments: five years = 60 monthly payments.
  3. Apply the amortising formula: payment = 20,000 × 0.0049167 ÷ (1 − 1.0049167−60).
  4. The discount factor 1 − (1.0049167)−60 works out to about 0.25492.
  5. Payment ≈ 98.33 ÷ 0.25492 ≈ 385.73 per month.

Total repaid: 60 × 385.73 = about 23,143.60, so the interest is roughly 3,143.60 — about 16% of what you borrowed. A quick sanity check: the balance averages a little over 10,000 across the five years, and 5.9% a year on that ballpark times five years lands near 3,000, which matches.

Monthly payment for a 10,000 loan at 6%

The term is the lever people underestimate. Same loan, same rate, only the length changes:

TermMonthly payment
2 years443.21
3 years304.22
4 years234.85
5 years193.33
6 years165.73

Halving the term does not double the payment — but it slashes interest dramatically, because the balance falls much faster.

Mistakes that hide the real cost

  • Shopping by payment alone. A dealer can make any loan "affordable" by stretching the term. Always compare the total repaid too.
  • Ignoring fees inside the price. A "0% interest" offer often carries an upfront fee. Convert everything to an annual cost before comparing.
  • Assuming extra payments recalculate automatically. Many lenders keep the same payment and simply shorten the schedule; ask how overpayments are applied.
  • Testing only the quoted rate. Rates move. Run the calculator at your rate and at one or two points higher to see whether the payment still fits.
  • Forgetting that interest is front-loaded. Early payments are mostly interest, so refinancing or clearing a loan early matters most in the first years.

Keep exploring

Frequently asked questions

Does the estimate include fees and insurance?

No. Lender fees, insurance and taxes are not included, so check the official quote.

Will paying extra reduce the interest?

Usually yes, because the balance falls faster. This tool shows the standard schedule only.

A loan of 8,000 at 7.8% over 3 years: what is the monthly payment?

About 249.95 per month. The calculator applies the standard amortisation formula with a monthly rate of 0.65% over 36 payments.

Can I model a zero-interest loan?

Yes. Enter 0 as the rate: the payment becomes simply the principal divided by the number of months, and the total interest is zero.

Will it show how much an extra monthly payment saves?

No, it prices the standard schedule. To estimate an overpayment, run it twice with different terms and compare the two total-interest figures.

Should I enter APR or the quoted interest rate?

Use the rate your lender provides for the payment schedule. APR bundles certain fees, so if you enter APR instead, treat the result as an estimate and keep the official schedule as the truth.

Related guides

Page reviewed 21 October 2026. Results are estimates for general information. See the methodology and disclaimer.

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Show your working

Every tool lists its formula and a worked example, so you can verify the answer yourself.

Understand the result

Each page explains how to read the result, when to use it and the mistakes to avoid.

Clear limits

Estimates are labelled as estimates. Read how we work on the methodology page.

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Financial estimates are illustrative and may exclude fees, taxes or other costs. Health-related estimates are not medical advice. See the disclaimer.