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Payment schedules

Amortization Calculator

Every payment split into interest and principal, with the balance left after each one. See how the split shifts as the loan gets older, and what an extra payment does to the end date.

Loan details

$
$1,000$1,000,000
%
0.1%30%
Term unit
1 year30 years
Extra payment & start date (optional)
$

Add a start date to see the payoff month. Add an extra monthly payment to see how much interest it saves.

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Your results

Monthly payment

$333.06

120 payments · 10 years

Total interest$9,967.43
Total paid$39,967.43

Payment breakdown

Principal
$30,000.00 (75.1%)
Interest
$9,967.43 (24.9%)

Over the life of this loan you pay 33.2% of the amount borrowed in interest.

Amortization

Where your money goes

Early payments are mostly interest. As the balance falls, more of the same payment goes to the loan itself.

Payment schedule for the first twelve months
PaymentPrincipalInterestBalance
Month 1$183.06$150.00$29,816.94
Month 2$183.98$149.08$29,632.96
Month 3$184.90$148.16$29,448.06
Month 4$185.82$147.24$29,262.24
Month 5$186.75$146.31$29,075.49
Month 6$187.68$145.38$28,887.81
Month 7$188.62$144.44$28,699.19
Month 8$189.56$143.50$28,509.63
Month 9$190.51$142.55$28,319.12
Month 10$191.46$141.60$28,127.66
Month 11$192.42$140.64$27,935.24
Month 12$193.38$139.68$27,741.86

Showing the first 12 of 120 payments. Switch to the yearly view for the whole term.

The opening figures are a realistic example to edit, not a rate we are quoting you. Nothing you type is sent anywhere.

What the schedule is telling you

An amortizing loan has one payment that never changes and a balance that shrinks every month. Because the interest each month is charged on the balance you still owe, the amount of interest falls as the loan gets older, and the leftover — the part that clears the debt — grows to match. Add both together and you always get the same payment.

Take the example above: $30,000 at 6% over ten years, a payment of $333.06. Here is how one year compares with another.

How the split changes over a $30,000 loan at 6% over ten years
YearTo principalTo interestBalance left
1$2,258.14$1,738.58$27,741.86
5$2,868.95$1,127.77$17,227.89
10$3,870.01$126.94$0.00

In the first year, 44% of what you hand over is interest. In the last year it is 3%. The payment never moved.

Why the last payment is a little different

Lenders bill in whole cents, so the payment is rounded, and rounding every month leaves a few cents standing at the end. Rather than adding a stray payment of three cents, the final instalment absorbs the difference — which is exactly what a real payoff quote does. It is why the schedule here always ends on the last month of the term with a balance of precisely zero.

Using the schedule to decide something

The schedule is most useful when you are weighing a choice rather than admiring the maths:

  • Is an overpayment worth it? Enter it and compare the interest saved against what else that money could do. Early in a loan the saving is at its largest.
  • When will I owe less than this thing is worth? Read down the balance column and compare it with what you think the car or equipment will be worth that year.
  • What does a longer term cost? Change the term and watch the total interest, not the monthly payment.

What it does not cover

This prices fixed-rate loans with equal monthly payments. It does not model a variable rate, an interest-only period, a balloon payment at the end, or a loan where the interest was worked out up front and baked into the balance. For a home loan with tax and insurance in the payment, use our mortgage calculator.

Educational estimates only. LoanCalcFast is not a lender and does not give financial advice. Last reviewed August 11, 2026.

Answers

Frequently asked questions

What is an amortization schedule?

It is a list of every payment on a loan, showing how much of each one goes to interest, how much comes off what you owe, and what is left afterwards. Because the payment is the same every month but the balance keeps shrinking, the interest part gets smaller and the principal part gets bigger with each row. The schedule makes that shift visible instead of leaving it as an abstraction.

Why is so much of my early payment going to interest?

Interest is charged on what you still owe, and at the start you owe nearly everything. On a $30,000 loan at 6% over ten years, the first payment puts $150 towards interest and $183 towards the balance. By the last payment it is under $2 of interest. Nothing unusual is happening: the schedule is simply front-loaded by arithmetic, not by design.

How do I read the schedule on this page?

The first view lists the first twelve payments in detail, which is where the interest share is highest. Switch to the yearly view to see the whole term condensed to one row a year, ending with a zero balance. Add a start date in the optional section and each row is labelled with its real month, so you can see exactly when the loan ends.

What happens to the schedule if I pay extra?

The extra goes straight against the balance, so every later row is calculated on a smaller number and the loan ends early. That is why a small regular overpayment saves so much: you are not just paying sooner, you are removing all the interest that balance would have earned for the rest of the term. Add an amount in the optional section and the calculator shows both the time and the money saved.

Does this work for a mortgage?

The loan part, yes: the schedule for a home loan is worked out exactly the same way. But a mortgage payment usually also carries property tax, home insurance and sometimes mortgage insurance, and those are not part of the loan at all. For a payment that includes them, use our mortgage calculator instead.