How Loan Amortization Works (With Examples)
Amortization is how a fixed monthly payment pays off a loan by a set date. Each payment first covers the interest on what you still owe, and the rest lowers your balance, so a bigger share goes to principal every month.
Key takeaways
- The payment stays the same, but the split changes. The first $2,022.62 payment on a $320,000, 30-year mortgage at 6.5% is $1,733.33 of interest and just $289.28 of principal.
- Early payments are mostly interest because the balance is largest at the start. You only pay interest on what you still owe.
- Long loans shift slowly. On that mortgage, principal doesn't overtake interest until payment 233, more than 19 years in.
- Extra payments toward principal shorten the loan. Adding $200 a month pays the mortgage off 6 years 7 months sooner and saves $105,429 in interest.
- Not all debt amortizes. With interest-only loans, credit cards and negative amortization, the balance can stay flat, rise and fall, or grow.
What amortization means
To amortize a loan is to pay it off bit by bit, with equal payments, by a set end date. Most fixed-rate mortgages, car loans and personal loans work this way. Every payment does two jobs:
- It pays the interest charged since your last payment, based on the balance you still owe.
- The rest pays down the principal, the amount you borrowed. A lower balance means a little less interest next month, so a little more of the next payment goes to principal.
A table listing every payment and its split is called an amortization schedule. Only the principal part lowers your balance and builds equity. If your mortgage payment includes escrow for property taxes and insurance, that money isn't part of the amortization. Your monthly statement shows how much went to principal, interest and escrow.
The amortization formula
Lenders use a standard formula to find the payment that pays off the loan exactly at the end of the term:
M = P × r(1 + r)n ÷ [(1 + r)n − 1]
Here M is the monthly payment, P is the amount borrowed, r is the monthly interest rate (the annual rate ÷ 12) and n is the number of monthly payments. At a 0% rate, the payment is simply P ÷ n. Then every month follows the same three steps:
- Interest = balance × r
- Principal = payment − interest
- New balance = old balance − principal
Example: for a $25,000 car loan at 7% for 60 months, P = 25,000, r = 0.07 ÷ 12 and n = 60. The formula gives a payment of $495.03. In month 1, interest is $25,000 × 0.07 ÷ 12 = $145.83. The other $349.20 goes to principal, so the balance falls to $24,650.80. Month 2 starts from that new balance.
Example: a $25,000 car loan, month by month
Here are the first 12 payments on that loan. It's the default example in our loan calculator, so you can open it to see all 60 months or try your own numbers.
| Month | Payment | Principal | Interest | Balance |
|---|---|---|---|---|
| 1 | $495.03 | $349.20 | $145.83 | $24,650.80 |
| 2 | $495.03 | $351.23 | $143.80 | $24,299.57 |
| 3 | $495.03 | $353.28 | $141.75 | $23,946.29 |
| 4 | $495.03 | $355.34 | $139.69 | $23,590.94 |
| 5 | $495.03 | $357.42 | $137.61 | $23,233.53 |
| 6 | $495.03 | $359.50 | $135.53 | $22,874.03 |
| 7 | $495.03 | $361.60 | $133.43 | $22,512.43 |
| 8 | $495.03 | $363.71 | $131.32 | $22,148.72 |
| 9 | $495.03 | $365.83 | $129.20 | $21,782.89 |
| 10 | $495.03 | $367.96 | $127.07 | $21,414.93 |
| 11 | $495.03 | $370.11 | $124.92 | $21,044.82 |
| 12 | $495.03 | $372.27 | $122.76 | $20,672.55 |
| Total | $5,940.36 | $4,327.45 | $1,612.91 |
- The payment never changes, but each month about $2 more goes to principal and $2 less to interest.
- On this short loan, principal leads from the start. Interest is 29.5% of the first payment and just $2.87 of the last one.
- Interest adds up to $1,612.91 in the first year and $4,701.80 over all 60 months.
Example: a $320,000 mortgage, year by year
Now take a 30-year, $320,000 mortgage at 6.5%: a $400,000 home with 20% down. The formula gives a principal-and-interest payment of $2,022.62 a month, or $24,271 a year. It's the default example in our mortgage calculator, before taxes and insurance. Here's the split in selected years, rounded to the dollar. The last column shows how much of that year's payments went to principal.
| Year | Principal paid | Interest paid | Ending balance | Share to principal |
|---|---|---|---|---|
| 1 | $3,577 | $20,695 | $316,423 | 15% |
| 5 | $4,636 | $19,636 | $299,555 | 19% |
| 10 | $6,410 | $17,861 | $271,284 | 26% |
| 15 | $8,864 | $15,407 | $232,189 | 37% |
| 20 | $12,257 | $12,014 | $178,129 | 51% |
| 25 | $16,949 | $7,322 | $103,373 | 70% |
| 30 | $23,438 | $833 | $0 | 97% |
Show all 30 years
| Year | Principal paid | Interest paid | Ending balance | Share to principal |
|---|---|---|---|---|
| 1 | $3,577 | $20,695 | $316,423 | 15% |
| 2 | $3,816 | $20,455 | $312,607 | 16% |
| 3 | $4,072 | $20,200 | $308,535 | 17% |
| 4 | $4,345 | $19,927 | $304,191 | 18% |
| 5 | $4,636 | $19,636 | $299,555 | 19% |
| 6 | $4,946 | $19,325 | $294,609 | 20% |
| 7 | $5,277 | $18,994 | $289,332 | 22% |
| 8 | $5,631 | $18,641 | $283,701 | 23% |
| 9 | $6,008 | $18,264 | $277,694 | 25% |
| 10 | $6,410 | $17,861 | $271,284 | 26% |
| 11 | $6,839 | $17,432 | $264,444 | 28% |
| 12 | $7,297 | $16,974 | $257,147 | 30% |
| 13 | $7,786 | $16,485 | $249,361 | 32% |
| 14 | $8,308 | $15,964 | $241,053 | 34% |
| 15 | $8,864 | $15,407 | $232,189 | 37% |
| 16 | $9,458 | $14,814 | $222,732 | 39% |
| 17 | $10,091 | $14,180 | $212,641 | 42% |
| 18 | $10,767 | $13,505 | $201,874 | 44% |
| 19 | $11,488 | $12,784 | $190,386 | 47% |
| 20 | $12,257 | $12,014 | $178,129 | 51% |
| 21 | $13,078 | $11,193 | $165,051 | 54% |
| 22 | $13,954 | $10,317 | $151,097 | 57% |
| 23 | $14,888 | $9,383 | $136,208 | 61% |
| 24 | $15,886 | $8,386 | $120,323 | 65% |
| 25 | $16,949 | $7,322 | $103,373 | 70% |
| 26 | $18,085 | $6,187 | $85,289 | 75% |
| 27 | $19,296 | $4,976 | $65,993 | 79% |
| 28 | $20,588 | $3,683 | $45,405 | 85% |
| 29 | $21,967 | $2,305 | $23,438 | 91% |
| 30 | $23,438 | $833 | $0 | 97% |
Over the full 30 years you'd pay $408,142 in interest, about 127.5% of the amount borrowed. For a real loan offer, the Loan Estimate shows this measure as the Total Interest Percentage (TIP).
Why early payments are mostly interest
Each month's interest is your balance times the monthly rate. At the start, the balance is as high as it will ever be, so interest takes most of the payment. On the mortgage above, the first payment is 85.7% interest: $1,733.33 to interest and $289.28 to principal. As the balance falls, the interest charge shrinks, and more of the same payment is left for principal.
So interest isn't front-loaded as a penalty: you pay it only on what you still owe, and early on you owe the most. On a long loan, though, the shift is slow:
- Principal first tops interest with payment 233, 19 years and 5 months in.
- After 5 years you'd have paid $121,357, but only $20,445 of it went to principal. You'd still owe $299,555.
- You don't owe less than half the original amount until payment 257, more than 21 years in.
This matters if you might sell or refinance. The CFPB notes that borrowers keep a mortgage for about five years on average before moving or refinancing. The "In 5 years" line in the Comparisons section of a Loan Estimate shows how much principal you'd have paid off by then.
Shorter terms and lower rates shift faster. On the car loan, principal is the bigger share from the first payment. The same $320,000 over 15 years costs $2,787.54 a month, and principal overtakes interest with payment 53, 4 years and 5 months in. Our guide to 15-year vs. 30-year mortgages compares the two.
How extra payments change the schedule
Extra money that's applied to principal lowers your balance right away. Every later month then charges interest on a smaller balance, so the savings build over time. On most loans the required payment stays the same, and the loan simply ends sooner. Here's the effect on the $320,000 mortgage:
| Extra per month | Paid off in | Time saved | Total interest | Interest saved |
|---|---|---|---|---|
| $0 | 30 years | — | $408,142 | — |
| $100 | 26 years 2 months | 3 years 10 months | $346,444 | $61,698 |
| $200 | 23 years 5 months | 6 years 7 months | $302,714 | $105,429 |
| $500 | 18 years | 12 years | $222,590 | $185,552 |
On the $25,000 car loan, an extra $50 a month pays it off 6 months sooner and saves $522.62 in interest. Extra money helps most early in a loan, as the FAQ below shows. Before you start:
- Make sure it goes to principal. Tell your servicer the extra amount is for principal, then check your next statement to see how it was applied.
- Check for a prepayment penalty. Not all loans have one, and the CFPB says small extra principal payments on a mortgage usually don't trigger one. A mortgage Loan Estimate says YES or NO next to "Prepayment Penalty."
- Watch for precomputed interest. This method is uncommon on car loans. With it, the total interest is set at the start, so extra payments don't reduce it, though paying off early may earn you a refund of some "unearned" interest.
To test extra, lump-sum or biweekly payments on your own mortgage, use our mortgage payoff calculator.
Amortizing loans vs. other kinds of debt
Not every kind of debt pays itself off on a schedule. Here's how the main types compare:
| Type | Each payment covers | Your balance |
|---|---|---|
| Amortizing | Interest plus some principal | Falls to $0 by the end date |
| Interest-only | Interest only, for a set time | Stays flat until that time ends |
| Revolving credit | A minimum that changes | Rises and falls; no end date |
| Negative amortization | Less than the interest due | Grows |
Interest-only loans
Payments cover only the interest for a set period, so the balance doesn't go down. When the period ends, the payment rises even if the rate doesn't, because the principal must now be repaid over fewer years. If the $320,000 loan at 6.5% were interest-only for 10 years, you'd pay $1,733.33 a month and still owe $320,000 after a decade. The payment would then jump to $2,385.83 for the last 20 years, about $363 more than the regular payment. Total interest would reach $460,600, or $52,458 more than the regular loan. Some home equity lines of credit (HELOCs) also allow interest-only payments while you can still draw on the line.
Revolving credit: credit cards and HELOCs
You can borrow, repay and borrow again up to a limit, so there's no schedule that ends at $0. On many cards the minimum payment shrinks with the balance, which stretches repayment out. Paying a fixed amount with no new charges makes a card behave like an amortizing loan: on a $5,000 balance at 22% APR, $200 a month clears it in 2 years 10 months with $1,749.88 of interest. Paying only a minimum of 1% of the balance plus interest (at least $25) would take 19 years 2 months and cost about $8,100. Try your own card in our credit card payoff calculator.
Negative amortization
If a payment doesn't cover the interest due, the unpaid interest is added to the balance, so you owe more even though you're paying. Some payment-option mortgages allowed this. On the $320,000 loan at 6.5%, the first month's interest is $1,733.33, so a $1,500 payment would add $233.33 to the balance. After a year you'd owe $322,885 despite paying $18,000, and after five years you'd owe $336,491. Payments usually rise sharply later, and you could end up owing more than the home is worth.
Under CFPB rules, a "Qualified Mortgage," a category of home loans with more stable features, can't have an interest-only period or negative amortization.
"Amortization" in accounting means something else
In business accounting and taxes, amortization means spreading certain costs over several years, much like straight-line depreciation. Examples are the price of goodwill and other intangible assets a business buys, or the costs of starting a business. The IRS generally requires businesses to amortize goodwill and certain other purchased intangibles over 15 years, and amortization is reported on Form 4562. That's the meaning on a company's financial statements, not loan payments.
Frequently asked questions
Why has my loan balance barely gone down?
Because early payments are mostly interest. In the first year of the $320,000 mortgage above, you'd pay $24,271 but lower the balance by only $3,577. Your monthly statement shows how each payment was split and how much principal you still owe.
Do extra payments lower my monthly payment?
Usually not. On a standard loan the required payment stays the same and the loan ends sooner. Some servicers will recast, or re-amortize, a loan after a large lump-sum payment if you ask. That lowers the payment but keeps the same rate and end date. Ask yours whether it's an option and whether there's a fee.
When do extra payments help the most?
Early in the loan, because each dollar stops interest for more months. On the mortgage above, a one-time extra $10,000 paid with the first payment saves $53,943 in interest and ends the loan 2 years 7 months sooner. The same $10,000 saves $24,797 if you pay it after 10 years, and $8,600 after 20 years.
Does refinancing restart amortization?
Yes. A new loan comes with a new schedule, so its early payments are mostly interest again. Refinancing into a fresh 30-year term can lower your payment but stretch out your debt. A shorter term, or extra payments on the new loan, avoids that. Our refinance calculator compares the costs.
Why doesn't my lender's schedule match exactly?
Mostly because of rounding and timing. Lenders round to the cent, and some loans charge interest by the day, so the date your payment arrives changes the split a little. Our examples charge interest monthly at one-twelfth of the annual rate.
This guide is general education, not financial advice. Our examples assume a fixed rate, interest charged monthly at one-twelfth of the annual rate, on-time payments and no fees, taxes or insurance. Figures are rounded for display. See our terms of use.
Last reviewed: October 2026