Amortized Loan Payment Calculator | TheUSCalculator.com
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Amortized Loan Payment Calculator

Calculate amortized loan payments with a complete month-by-month amortization schedule. See exactly how much goes to principal vs. interest each month.

โœ“ Free โœ“ No Sign-up โœ“ Instant Results โœ“ Amortization Schedule

๐Ÿ“Š Amortized Loan Payment Calculator

Free ยท Instant ยท No registration required

Loan Amount $20,000
$
Annual Interest Rate (APR) 8.0%
%
Loan Term 5 years
Term Unit
Monthly Payment
$0.00
per month
Principal
โ€”
Total Interest
โ€”
Total Cost
โ€”
Payoff Date
โ€”

โš ๏ธ This calculator provides estimates for educational purposes only. Actual loan payments may vary based on your lender's specific terms, fees, and your credit profile. Consult a licensed financial advisor before making major financial decisions.

About This Amortized Loan Payment Calculator

An amortized loan is repaid through equal periodic payments that cover both principal and interest. Nearly all consumer loans โ€” mortgages, car loans, personal loans, and student loans โ€” are amortizing loans. Our calculator not only gives you the monthly payment but shows you the complete month-by-month amortization schedule.

What makes amortization fascinating is that even though your payment stays constant, the split between interest and principal changes every month. In the first months, the vast majority of your payment covers interest. In the final months, almost all of it reduces your balance.

Payment FrequencyEqual monthly installments
Interest Calculated OnRemaining balance each month
Balance at End of TermZero (fully paid off)
Examples of Amortized LoansMortgages, auto, personal, student

How to Use This Calculator

1

Enter your loan amount โ€” the total principal you're borrowing.

2

Enter the annual interest rate (APR) from your loan agreement.

3

Enter the loan term in months or years.

4

Click Calculate, then click "View Amortization Schedule" to see every single payment broken down by principal and interest.

How the Payment Formula Works

Our calculator uses the standard loan amortization formula used by all US banks, mortgage lenders, and credit unions:

// Standard Amortization Formula M = P ร— [ r(1+r)โฟ ] / [ (1+r)โฟ โˆ’ 1 ]

// Variables: M = Monthly payment amount P = Principal (loan amount) r = Monthly interest rate (APR รท 12 รท 100) n = Total number of monthly payments (term in months)

Each payment covers two components: interest (charged on your remaining balance) and principal (which reduces your balance). In the early months, more of your payment goes toward interest. As your balance decreases, more goes toward principal โ€” this is called front-loaded interest amortization.

Understanding Amortization and Why It Matters

Amortization is the process of gradually paying off a loan through regular scheduled payments. Each payment covers two components: the interest charged on your outstanding balance and a portion of the principal. In the early years, most of each payment goes toward interest. As the balance shrinks, more goes toward principal โ€” this is known as a front-loaded interest structure.

Understanding how amortization works helps you make smarter borrowing decisions. On a $250,000 mortgage at 7 percent over 30 years, roughly 65 percent of every payment in year one goes toward interest. By year 20, that ratio flips. Making extra principal payments in the early years therefore has a much larger impact on total interest paid than the same extra payments made later in the loan term.

The amortization schedule in this calculator shows each payment broken down by principal and interest, along with your remaining balance over time. This is a valuable planning tool โ€” you can see exactly when your balance drops to a key threshold, such as when you reach 80 percent loan-to-value and can cancel PMI on a mortgage.

Different loan types amortize differently. Standard installment loans amortize fully โ€” the balance reaches zero on the final payment. Balloon loans amortize only partially, leaving a large balance due at term end. Our Balloon Payment Calculator shows how that structure differs in total cost. To see how biweekly payments accelerate amortization, try our Biweekly Payment Calculator.

Frequently Asked Questions

Interest is calculated on your remaining loan balance each month. At the start of your loan, your balance is at its highest โ€” so interest charges are at their maximum. As you pay down the principal month by month, less interest accrues, and more of each payment goes toward reducing your balance. This creates an exponential payoff curve, accelerating significantly toward the end of the loan.
Extra payments applied to principal directly reduce your outstanding balance, which means less interest accrues in future months, more of your regular payment goes to principal, and your loan pays off earlier than scheduled. Even one extra payment per year on a 30-year mortgage can reduce the term by 4โ€“6 years. Use our calculator to see the impact of different scenarios.
Negative amortization occurs when your monthly payment is less than the interest charged, causing unpaid interest to be added to your loan balance โ€” making your debt grow even while you're making payments. This can happen with certain adjustable-rate mortgages (ARMs) during periods of rising rates, or with some income-based student loan repayment plans. It's a dangerous financial situation to avoid.
With a fully amortized loan, every payment reduces your balance โ€” you owe nothing at the end of the term. With an interest-only loan, your payments cover only interest during the interest-only period, and your balance doesn't decrease until you start making principal payments. Interest-only loans are common in HELOCs and some mortgage products, and offer lower initial payments but cost more in total interest.
Use this calculator's amortization schedule to see your total interest at the current payment. Then increase the loan amount slightly (to simulate the extra payment reducing the principal) and recalculate โ€” the difference in total interest shown is your savings. Alternatively, divide your annual extra payment amount and see how many fewer months it takes to reach zero balance.