An amortization calculator turns a loan amount, annual interest rate and term into a fixed monthly payment and a month-by-month schedule of interest, principal and balance. A 20,000 loan at 6 percent over 5 years costs 386.66 a month, 3,199.36 in total interest and 23,199.36 in total.
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How to Use the Amortization Calculator
- Enter the loan amount and your annual interest rate. The rate comes from your own offer; the number shown is only an example.
- Enter the loan term and pick whether it is in years or months. Add an extra monthly payment and a first payment date if you like.
- Read the monthly payment and totals, then open the schedule to see the first year month by month and a yearly summary.
What each result tells you:
| Result | What it means |
|---|---|
| Monthly payment | The fixed amount that repays the loan over the term. Fees, insurance and taxes are extra. |
| Total interest | All interest you pay across the life of the loan, after any extra payments. |
| Total paid | Principal plus total interest - the full amount you hand back. |
| Payoff date | The calendar month of your final payment, based on the first payment date. |
| Interest and time saved | How much interest and how many months your extra payments remove compared with the regular schedule. |
What Is Amortization?
Amortization is the process of paying off a loan with equal payments, where each payment covers that period's interest first and the rest reduces the balance. An amortization schedule is the table that shows this split for every payment, along with the balance left afterward.
It works the same way for an auto loan, a personal loan, a student loan or a mortgage. The schedule helps you see where each payment goes, compare offers, and decide whether paying extra is worth it. It is not a full budget: lender fees, insurance and taxes sit outside the amortization math.
How Does Amortization Work?
The payment stays the same, but the interest part shrinks and the principal part grows as the balance falls.
M = P x r(1+r)^n / ((1+r)^n - 1), where P is the loan, r is the annual rate divided by 12 and 100, and n is the number of monthly payments.- Convert the annual rate to a monthly rate:
r = annual rate / 100 / 12, and the term to months:n. - Interest for the month = current balance x r. Principal for the month = payment - interest, plus any extra you pay.
- New balance = old balance - principal. The next month starts from the lower balance, and the last payment is trimmed so the balance lands at zero.
If the rate is zero, the payment is simply the loan divided by the number of months. Because interest is charged on the balance, early payments are mostly interest, so every extra dollar of principal removes future interest for the rest of the loan.
Amortization Calculator Example
Suppose you borrow 20,000 at an annual rate of 6% over 5 years, which is 60 monthly payments.
Calculation: the monthly rate is 6 / 100 / 12 = 0.005 and n = 60. The formula gives a payment of 386.66 a month.
| Measure | Regular schedule | With 100 extra a month |
|---|---|---|
| Monthly payment | 386.66 | 386.66 + 100 |
| Payments | 60 | 48 |
| Total interest | 3,199.36 | 2,529.40 |
| Total paid | 23,199.36 | 22,529.40 |
Meaning: on the regular schedule you pay 3,199.36 in interest, about 16 percent of the amount borrowed. Adding 100 a month clears the loan a full year early and saves roughly 670 in interest.
Factors That Change Your Schedule
Three inputs drive almost everything in an amortization schedule, and a fourth can bend the curve.
Interest Rate
A higher rate raises both the payment and the total interest. On a long loan, even a quarter-point difference can move the total interest by hundreds or thousands, so it pays to shop the rate.
Loan Term
A longer term lowers the monthly payment but raises total interest, because you borrow for longer. A shorter term does the opposite: a bigger payment but far less interest overall.
Loan Amount
Borrowing less, or putting more money down, cuts the payment and the interest together. Rounding the amount up "just in case" quietly adds to the total cost.
Timing of Extra Payments
Extra principal saves the most when paid early, because it removes interest for every remaining month. The same dollar added near the end saves almost nothing.
Amortization vs Other Finance Calculators
Several tools on this site look at the same loan from different angles. This one is the general starting point: any loan, from amount, rate and term.
| Tool | Best for | Starts from |
|---|---|---|
| Amortization calculator (this page) | A full schedule and payoff date for any loan, with extra payments | Loan amount, rate, term |
| House amortization calculator | A dated home-loan schedule with equity and calendar-year interest | Price and down payment |
| Mortgage calculator | A full monthly housing payment with tax and insurance | Price and costs |
| APR calculator | The true yearly cost once fees are folded in | Rate and fees |
Compare offers by total cost, not just the monthly payment, and check that the payment fits your budget before you commit.
When to Use an Amortization Schedule
Before You Borrow
Test a few rates and terms to see how each changes the payment and the total interest, so you know what is affordable and can spot an expensive offer. Check the payment against your income with the debt-to-income ratio calculator.
Comparing Offers
Two loans with the same payment can cost very different amounts if the terms differ. The schedule and total interest make the real difference clear.
When You Get Extra Cash
Try a bonus or raise as an extra monthly payment and see the months and interest it removes before you commit the money. If you have higher-rate debt elsewhere, weigh a refinance too.
Common Amortization Mistakes
1. Judging a Loan by the Monthly Payment Alone
A low payment often hides a long term and high total interest. Always check the total paid, not just the monthly figure.
2. Confusing Rate with APR
APR includes certain fees, so a loan can cost more than the headline rate suggests. Use APR to compare offers fairly.
3. Treating the Payment as the Whole Cost
Insurance, taxes and add-on products sit outside amortization. Budget for the full bill, not just principal and interest.
4. Sending Extra Money Without Instructions
Some lenders apply extra money to the next payment instead of the principal. Ask that it reduce principal, and check your statement.
5. Using This for a Variable Rate
The schedule assumes one fixed rate for the whole term. An adjustable-rate loan changes after its fixed period, so the later rows will differ.
Accuracy and Limitations
The math matches the standard fixed-rate amortization formula, so differences from a lender usually come from rounding or from costs this tool leaves out.
What it calculates accurately
- The fixed monthly payment for a fixed-rate loan
- Interest, principal and balance for every month
- Total interest, total paid and the payoff date
- The interest and months saved by an extra monthly payment
What it does not account for
- Origination and other lender fees
- Insurance, taxes and add-on products
- Adjustable or promotional rates that change
- Lender rounding to the cent each month and daily interest methods
How We Calculate the Amortization Schedule
Frequently Asked Questions About Amortization
How is a monthly loan payment calculated?
It uses the amortization formula M = P x r(1+r)^n / ((1+r)^n - 1), where P is the loan, r is the monthly interest rate and n is the number of monthly payments. The payment stays fixed and clears the balance by the end of the term.
What is an amortization schedule?
It is a table that shows every payment split into interest and principal, with the remaining balance after each one. Early payments are mostly interest; later payments are mostly principal.
Can I use this for any type of loan?
Yes. The amortization math is the same for auto loans, personal loans, student loans and mortgages. For a mortgage, remember that property tax and insurance are extra and not part of this payment.
Why is most of my early payment interest?
Interest is charged on the balance, and the balance is highest at the start. As you pay down the principal, the interest portion shrinks and more of each payment reduces the balance.
How much does an extra monthly payment save?
It depends on the rate, balance and how early you start. Enter an amount in the extra payment field and the tool shows the interest and months it removes against the regular schedule.
Does the calculator include fees or APR?
No. It estimates the payment on the amount, rate and term you enter. Origination fees and other charges are not included, so compare offers by APR for a fuller picture.
What happens if I enter a zero interest rate?
The payment becomes the loan divided by the number of months, and total interest is zero. This is useful for interest-free promotional offers.
How do I find my loan payoff date?
Enter a first payment date along with the loan details. The payoff date result shows the month and year of your final payment, including the effect of any extra payments.
Why does my lender's schedule differ by a few cents?
Lenders round each payment and each interest charge to the cent, and some use daily interest. This tool keeps full precision and rounds only for display.
Is my information saved?
No. The calculation runs in your browser and nothing is sent to our servers. Anything you choose to Save stays in this browser only.
Sources
- Amortization Schedule (Corporate Finance Institute, standard amortization formula).
- Amortization (Investopedia, definition and method).
- How to pay off a loan faster (Consumer Financial Protection Bureau).
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Author
Shakeel Muzaffar is the Founder and Editor-in-Chief of MultiCalculators.com, bringing over 15 years of experience in digital publishing, product strategy, and online tool development. He leads the platform's editorial vision, ensuring every calculator meets strict standards for accuracy, usability, and real-world value. Shakeel personally oversees content quality, formula verification workflows, and the platform's commitment to publishing tools that are genuinely useful for students, professionals, and everyday users worldwide.




