How Loan Amortization Works: Interest, Term and What Extra Payments Save in 2026

Updated: October 14, 20267 min read (1414 words)ClaruSite Editorial Team

On a $20,000 loan at 7.5%, the first payment is 31% interest, and a 60-month term costs $4,046 in interest. See how amortization works and how $100 extra a month saves $965.

How Loan Amortization Works: Interest, Term and What Extra Payments Save in 2026
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Quick Answer: On a $20,000 loan at 7.5% for 60 months, the payment is $400.76 and you pay $4,046 in interest. Early payments are mostly interest (the first one is $125 of interest and $275.76 of principal), so extra principal early saves the most: adding $100 a month pays the loan off 13 months sooner and saves $964.55.

What Amortization Means

An amortizing loan is paid off in equal monthly payments that cover both interest and principal. Each month the lender charges interest on the remaining balance, and whatever is left of your payment reduces the balance. Because the balance is highest at the start, interest takes the biggest bite then. As the balance falls, the interest part shrinks and more of each payment goes to principal.

The monthly payment itself is calculated so the balance reaches exactly zero at the end of the term:

Payment = Loan × [r × (1 + r)ⁿ] ÷ [(1 + r)ⁿ − 1], where r is the monthly rate (APR ÷ 12) and n is the number of months.

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Where Each Payment Goes

For the $20,000, 60-month loan at 7.5% with a payment of $400.76, here is how the yearly totals break down:

YearInterest PaidPrincipal PaidBalance at Year End
1$1,383.85$3,425.26$16,574.74
2$1,117.93$3,691.17$12,883.56
3$831.38$3,977.73$8,905.84
4$522.58$4,286.53$4,619.31
5$189.80$4,619.31$0

Swipe sideways to see all columns. In year 1, about 29% of what you pay is interest. By year 5 it is about 4%. That is why paying extra early is powerful: every dollar of principal you remove in year 1 stops accruing interest for the whole rest of the loan.


How the Term Changes the Cost

A longer term lowers the payment but increases the total interest. For the same $20,000 at 7.5%:

TermMonthly PaymentTotal InterestTotal Cost
24 months$899.99$1,599.80$21,599.80
36 months$622.12$2,396.48$22,396.48
48 months$483.58$3,211.75$23,211.75
60 months$400.76$4,045.54$24,045.54
84 months$306.77$5,768.30$25,768.30

Stretching the loan from 24 to 84 months cuts the payment by $593 but adds $4,168.50 of interest. Choose the shortest term whose payment you can pay comfortably. For a car-specific version of this tradeoff, see our guide on auto loan terms.


How the Interest Rate Changes the Cost

For the same $20,000 over 60 months:

APRMonthly PaymentTotal Interest
5.5%$382.02$2,921.39
7.5%$400.76$4,045.54
10%$424.94$5,496.45
14%$465.37$7,921.90

Going from 5.5% to 14% adds about $5,000 of interest on the same loan, though the monthly payment rises by only $83. That is why comparing offers by monthly payment alone can hide the real difference.


What Extra Payments Save

If your loan allows prepayment, any extra amount goes straight to principal. On the 60-month, $20,000 loan at 7.5%:

Extra Each MonthNew PaymentPayoff TimeInterest SavedTime Saved
$0$400.7660 months$00
$50$450.7653 months$549.027 months
$100$500.7647 months$964.5513 months
$200$600.7638 months$1,551.6322 months

Adding $200 a month cuts the loan by almost two years and saves $1,551.63, nearly 40% of the interest. Before you do it, check that the loan has no prepayment penalty, and tell the lender to apply the extra to principal, not to the next payment.


Origination Fees: The Rate You See Is Not the Rate You Pay

Some lenders deduct an origination fee from the amount you receive but charge interest on the full loan. Here is a $20,000, 36-month loan at 7.5%:

Origination FeeFee in DollarsCash You ReceiveTotal CostEffective Rate
None$0$20,000$22,396.487.5%
3%$600$19,400$22,996.48about 9.6%
6%$1,200$18,800$23,596.48about 11.7%

A 3% fee raises the true cost of borrowing from 7.5% to about 9.6%, because you pay interest on $20,000 but only receive $19,400. The APR the lender must disclose under the Truth in Lending Act includes certain fees, so compare APRs, not the advertised interest rates.


Choosing and Using a Loan Wisely


Frequently Asked Questions

How is the monthly payment on a loan calculated?

It comes from the amortization formula: the loan amount multiplied by the monthly rate and a compounding factor, divided by that factor minus one. The result is the level payment that brings the balance to zero at the end of the term.

Why do I pay so much interest at the beginning?

Interest is charged on the remaining balance, which is highest at the start. As you pay principal down, the interest portion falls and the principal portion rises, even though the total payment stays the same.

Is it better to take a shorter or longer loan term?

A shorter term costs less in total interest but has a higher payment. A longer term has a lower payment but costs more. Pick the shortest term you can afford while keeping a cushion for emergencies.

Do extra payments always shorten the loan?

Usually, if the lender applies them to principal. Some lenders apply extra money to the next scheduled payment instead, which does not reduce interest. Ask how extra payments are handled, and check for prepayment penalties.

What is the difference between interest rate and APR?

The interest rate is the cost of borrowing the principal. The APR also includes certain fees, such as an origination fee, and shows the yearly cost as a percentage, so it is the better number for comparing loans.


Amortization explains why a loan feels slow at first: the early payments mostly go to interest. Choose the shortest term you can handle, compare lenders by APR, and pay extra toward principal when you can. Enter your own amount, rate and term in the calculator to see the full schedule, and test what a small extra payment does.


Disclaimer: This guide is intended solely for educational and informational purposes and does not constitute personalized financial, investment, legal, or tax advice. Loan rates, fees and terms depend on your credit and the lender and change over time, and the figures above are illustrations based on the stated assumptions. Compare written offers from several lenders before you borrow.

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