What is amortization?
For loans, amortization is paying down debt with a series of scheduled payments. Each payment covers interest accrued on the balance since the last payment, plus a slice of principal. Over time the interest portion shrinks and the principal portion grows until the balance is zero.
Common amortizing products include fixed-rate mortgages, auto loans, many personal loans, and most standard student loans. Credit cards and lines of credit are usually revolving — balances and payments flex — so they do not follow a single amortization table like this tool.
How each payment is split
Monthly interest is typically calculated as remaining balance × (annual rate ÷ 12). The rest of your payment applies to principal. Because the balance falls, the same payment covers less interest next month, freeing more for principal — that is why the curve accelerates toward the end of the term.
Reading annual vs monthly schedules
The annual view sums interest and principal per calendar year of the loan and shows the balance at each year-end — handy for the big picture or rough tax-related interest totals (always verify with your lender and tax advisor). The monthly view shows every payment line-by-line when you need exact balances by period.
Extra payments
This calculator shows the baseline schedule without extra payments. If you pay ahead, your real schedule shifts: principal drops faster, total interest falls, and payoff comes sooner. Use the Loan Payoff or Mortgage calculators when you want to model recurring extra amounts explicitly.
Business accounting: a different meaning
In accounting, amortization can also mean spreading the cost of intangible assets (patents, trademarks, certain acquisition-related intangibles) over time. That is separate from loan amortization even though the word is the same. Tangible assets use depreciation instead.
Limits of this tool
The schedule assumes a fixed nominal rate and level monthly payments with no skipped payments, no fees rolled into the balance, and no adjustable-rate changes. ARMs, interest-only phases, balloon payoffs, and negative amortization need different models.