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Amortization Calculator (Yearly Schedule & Extra Payments)

Enter a loan amount, rate, and term to get the monthly payment, total interest, and a year-by-year amortization schedule. Add an extra monthly payment to watch the payoff date and interest bill both shrink.

The amount borrowed, not the home price

The annual rate on the loan

30 years for most mortgages; shorter for other loans

Additional principal on top of the scheduled payment

Monthly payment (P&I)

$2,023

$320,000 at 6.5% over 30 years

Total interest

$408,142

on top of the $320,000 you borrowed

Paid off in

30 years

around Aug 2056

Yearly amortization schedule

YearPaymentPrincipalInterestBalance
1$24,271$3,577$20,695$316,423
2$24,271$3,816$20,455$312,607
3$24,271$4,072$20,200$308,535
4$24,271$4,345$19,927$304,191
5$24,271$4,636$19,636$299,555
6$24,271$4,946$19,325$294,609
7$24,271$5,277$18,994$289,332
8$24,271$5,631$18,641$283,701
9$24,271$6,008$18,264$277,694
10$24,271$6,410$17,861$271,284
11$24,271$6,839$17,432$264,444
12$24,271$7,297$16,974$257,147
13$24,271$7,786$16,485$249,361
14$24,271$8,308$15,964$241,053
15$24,271$8,864$15,407$232,189
16$24,271$9,458$14,814$222,732
17$24,271$10,091$14,180$212,641
18$24,271$10,767$13,505$201,874
19$24,271$11,488$12,784$190,386
20$24,271$12,257$12,014$178,129
21$24,271$13,078$11,193$165,051
22$24,271$13,954$10,317$151,097
23$24,271$14,888$9,383$136,208
24$24,271$15,886$8,386$120,323
25$24,271$16,949$7,322$103,373
26$24,271$18,085$6,187$85,289
27$24,271$19,296$4,976$65,993
28$24,271$20,588$3,683$45,405
29$24,271$21,967$2,305$23,438
30$24,271$23,438$833$0

Principal and interest only; taxes, insurance, and escrow are separate. Assumes a fixed rate and on-time payments, with any extra applied straight to principal.

The formula behind the schedule

Every fixed-rate loan uses the same equation: the monthly payment equals the loan amount times r(1+r)^n divided by ((1+r)^n minus 1), where r is the monthly rate and n the number of payments. That payment is engineered so the balance lands on exactly zero at the final month. Amortization is what happens inside it: interest is charged on the remaining balance first, and only the remainder retires principal. Because the balance starts large, early payments are interest-heavy; because it ends small, late payments are almost all principal. The schedule in the calculator is just that arithmetic repeated month after month and rolled up by year.

Reading a real schedule: $280,000 at 6.75%

Borrow $280,000 over 30 years at 6.75% and the payment is about $1,816. The first month splits into $1,575 of interest and only $241 of principal. Fifteen years in, at the loan's halfway mark, you still owe about $205,000: nearly three quarters of the original balance. The crossover where principal finally outweighs interest arrives late, and total interest reaches roughly $374,000, more than the amount borrowed. None of this is a trick; it's what charging interest on a slowly falling balance looks like. The mortgage calculator runs the same math from the home price and down payment side instead of the loan amount.

Where a schedule changes decisions

Seeing the split matters most at three moments. Comparing terms: a 15-year schedule front-loads principal so aggressively that total interest often falls by more than half versus a 30-year. Deciding on extra payments: because prepaid dollars skip the interest split entirely, even $200 a month on the $320,000 default here removes about $105,000 of interest and ends the loan six and a half years early, which the mortgage payoff calculator explores in depth. And building equity: the balance column tells you what you'd still owe if you sold in any given year, which is the number your equity grows against. For any loan you already hold, the loan payoff calculator starts from today's balance instead of the original one.

Frequently asked questions

What is an amortization schedule?

A month-by-month (or year-by-year) map of a loan: how much of each payment covers interest, how much retires principal, and what balance remains after each period. The payment never changes on a fixed-rate loan, but the mix inside it shifts steadily from mostly interest to mostly principal.

Why does so little go to principal at the start?

Interest is charged on the remaining balance, and the balance is at its largest in month one. On a $320,000 loan at 6.5%, the first payment includes about $1,733 of interest, leaving under $300 for principal. As the balance shrinks, the interest charge shrinks with it, so each payment retires a little more principal than the one before.

How do extra payments change the schedule?

Every extra dollar goes straight to principal, because the month's interest is already covered by the scheduled payment. That shrinks the balance early, which cuts every future interest charge, so the loan ends months or years sooner. The calculator rebuilds the whole schedule around whatever extra amount you enter.

Is amortization the same as simple interest?

No. A simple-interest quote multiplies rate by balance by time in one shot. An amortized loan recalculates interest on the remaining balance every month, so the true cost depends on how fast principal falls. That's why two loans with the same rate can cost very different amounts if their terms differ.

Does the schedule include taxes and insurance?

No, it covers principal and interest only. Property taxes, homeowners insurance, and any escrow collections ride on top of the payment shown here and don't follow an amortization curve. Check your loan statement for the escrow portion if you want your full monthly outlay.

Does this calculator save my numbers?

No. Everything runs in your browser and nothing you type is stored or sent anywhere.

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