Amortization Schedule Calculator

U.S. only tools

An amortization schedule is the payment-by-payment record of a loan: how much of each payment is interest, how much reduces the balance, and what is still owed afterwards. It is the fastest way to see why a loan feels like it barely moves in the first years.

$

The original balance or the payoff quote, not the price of what the loan bought.

The note rate on the loan; the APR on your statement includes fees and will read higher.

The amortization term in the note, usually 15 or 30 years for a mortgage.

$

Optional. Extra principal shortens the loan and cuts interest.

$

A lump sum once a year - a bonus or a tax refund - applied straight to principal.

Sets the month labels and the payoff date printed above the schedule.

Results update as you type. Nothing leaves your device.

Currency symbol

Symbol only - nothing is converted and no exchange rate is used. Figures quoted in the explanation text stay as the sources publish them.

Scheduled monthly payment

$2,022.62

360 payments on $320,000 at 6.5%. The balance reaches zero in Oct 2056.

Monthly payment
$2,022.62
Total interest
$408,142.36
Payments made
360
Final balance
$0.00

Amortization schedule

Payment #MonthPayment amountInterestPrincipalExtra principalBalance
1Nov 2026$2,022.62$1,733.33$289.28—$319,710.72
2Dec 2026$2,022.62$1,731.77$290.85—$319,419.86
3Jan 2027$2,022.62$1,730.19$292.43—$319,127.44
4Feb 2027$2,022.62$1,728.61$294.01—$318,833.43
5Mar 2027$2,022.62$1,727.01$295.60—$318,537.82
6Apr 2027$2,022.62$1,725.41$297.20—$318,240.62
7May 2027$2,022.62$1,723.80$298.81—$317,941.80
8Jun 2027$2,022.62$1,722.18$300.43—$317,641.37
9Jul 2027$2,022.62$1,720.56$302.06—$317,339.31
10Aug 2027$2,022.62$1,718.92$303.70—$317,035.62
11Sep 2027$2,022.62$1,717.28$305.34—$316,730.27
12Oct 2027$2,022.62$1,715.62$307.00—$316,423.28
13Nov 2027$2,022.62$1,713.96$308.66—$316,114.62
14Dec 2027$2,022.62$1,712.29$310.33—$315,804.29
15Jan 2028$2,022.62$1,710.61$312.01—$315,492.28
16Feb 2028$2,022.62$1,708.92$313.70—$315,178.58
17Mar 2028$2,022.62$1,707.22$315.40—$314,863.18
18Apr 2028$2,022.62$1,705.51$317.11—$314,546.07
19May 2028$2,022.62$1,703.79$318.83—$314,227.24
20Jun 2028$2,022.62$1,702.06$320.55—$313,906.69
21Jul 2028$2,022.62$1,700.33$322.29—$313,584.40
22Aug 2028$2,022.62$1,698.58$324.04—$313,260.36
23Sep 2028$2,022.62$1,696.83$325.79—$312,934.57
24Oct 2028$2,022.62$1,695.06$327.56—$312,607.02
25Nov 2028$2,022.62$1,693.29$329.33—$312,277.69
26Dec 2028$2,022.62$1,691.50$331.11—$311,946.57
27Jan 2029$2,022.62$1,689.71$332.91—$311,613.67
28Feb 2029$2,022.62$1,687.91$334.71—$311,278.96
29Mar 2029$2,022.62$1,686.09$336.52—$310,942.43
30Apr 2029$2,022.62$1,684.27$338.35—$310,604.09
31May 2029$2,022.62$1,682.44$340.18—$310,263.91
32Jun 2029$2,022.62$1,680.60$342.02—$309,921.89
33Jul 2029$2,022.62$1,678.74$343.87—$309,578.01
34Aug 2029$2,022.62$1,676.88$345.74—$309,232.28
35Sep 2029$2,022.62$1,675.01$347.61—$308,884.67
36Oct 2029$2,022.62$1,673.13$349.49—$308,535.17
37Nov 2029$2,022.62$1,671.23$351.39—$308,183.79
38Dec 2029$2,022.62$1,669.33$353.29—$307,830.50
39Jan 2030$2,022.62$1,667.42$355.20—$307,475.30
40Feb 2030$2,022.62$1,665.49$357.13—$307,118.17
41Mar 2030$2,022.62$1,663.56$359.06—$306,759.11
42Apr 2030$2,022.62$1,661.61$361.01—$306,398.10
43May 2030$2,022.62$1,659.66$362.96—$306,035.14
44Jun 2030$2,022.62$1,657.69$364.93—$305,670.22
45Jul 2030$2,022.62$1,655.71$366.90—$305,303.31
46Aug 2030$2,022.62$1,653.73$368.89—$304,934.42
47Sep 2030$2,022.62$1,651.73$370.89—$304,563.53
48Oct 2030$2,022.62$1,649.72$372.90—$304,190.63
49Nov 2030$2,022.62$1,647.70$374.92—$303,815.71
50Dec 2030$2,022.62$1,645.67$376.95—$303,438.76
51Jan 2031$2,022.62$1,643.63$378.99—$303,059.77
52Feb 2031$2,022.62$1,641.57$381.04—$302,678.73
53Mar 2031$2,022.62$1,639.51$383.11—$302,295.62
54Apr 2031$2,022.62$1,637.43$385.18—$301,910.44
55May 2031$2,022.62$1,635.35$387.27—$301,523.17
56Jun 2031$2,022.62$1,633.25$389.37—$301,133.80
57Jul 2031$2,022.62$1,631.14$391.48—$300,742.33
58Aug 2031$2,022.62$1,629.02$393.60—$300,348.73
59Sep 2031$2,022.62$1,626.89$395.73—$299,953.00
60Oct 2031$2,022.62$1,624.75$397.87—$299,555.13
61Nov 2031$2,022.62$1,622.59$400.03—$299,155.10
62Dec 2031$2,022.62$1,620.42$402.19—$298,752.91
63Jan 2032$2,022.62$1,618.24$404.37—$298,348.53
64Feb 2032$2,022.62$1,616.05$406.56—$297,941.97
65Mar 2032$2,022.62$1,613.85$408.77—$297,533.20
66Apr 2032$2,022.62$1,611.64$410.98—$297,122.23
67May 2032$2,022.62$1,609.41$413.21—$296,709.02
68Jun 2032$2,022.62$1,607.17$415.44—$296,293.58
69Jul 2032$2,022.62$1,604.92$417.69—$295,875.88
70Aug 2032$2,022.62$1,602.66$419.96—$295,455.93
71Sep 2032$2,022.62$1,600.39$422.23—$295,033.69
72Oct 2032$2,022.62$1,598.10$424.52—$294,609.18
73Nov 2032$2,022.62$1,595.80$426.82—$294,182.36
74Dec 2032$2,022.62$1,593.49$429.13—$293,753.23
75Jan 2033$2,022.62$1,591.16$431.45—$293,321.77
76Feb 2033$2,022.62$1,588.83$433.79—$292,887.98
77Mar 2033$2,022.62$1,586.48$436.14—$292,451.84
78Apr 2033$2,022.62$1,584.11$438.50—$292,013.34
79May 2033$2,022.62$1,581.74$440.88—$291,572.46
80Jun 2033$2,022.62$1,579.35$443.27—$291,129.19
81Jul 2033$2,022.62$1,576.95$445.67—$290,683.52
82Aug 2033$2,022.62$1,574.54$448.08—$290,235.44
83Sep 2033$2,022.62$1,572.11$450.51—$289,784.93
84Oct 2033$2,022.62$1,569.67$452.95—$289,331.98
85Nov 2033$2,022.62$1,567.21$455.40—$288,876.58
86Dec 2033$2,022.62$1,564.75$457.87—$288,418.71
87Jan 2034$2,022.62$1,562.27$460.35—$287,958.36
88Feb 2034$2,022.62$1,559.77$462.84—$287,495.52
89Mar 2034$2,022.62$1,557.27$465.35—$287,030.17
90Apr 2034$2,022.62$1,554.75$467.87—$286,562.30
91May 2034$2,022.62$1,552.21$470.41—$286,091.89
92Jun 2034$2,022.62$1,549.66$472.95—$285,618.94
93Jul 2034$2,022.62$1,547.10$475.52—$285,143.42
94Aug 2034$2,022.62$1,544.53$478.09—$284,665.33
95Sep 2034$2,022.62$1,541.94$480.68—$284,184.65
96Oct 2034$2,022.62$1,539.33$483.28—$283,701.37
97Nov 2034$2,022.62$1,536.72$485.90—$283,215.47
98Dec 2034$2,022.62$1,534.08$488.53—$282,726.93
99Jan 2035$2,022.62$1,531.44$491.18—$282,235.75
100Feb 2035$2,022.62$1,528.78$493.84—$281,741.91
101Mar 2035$2,022.62$1,526.10$496.52—$281,245.40
102Apr 2035$2,022.62$1,523.41$499.21—$280,746.19
103May 2035$2,022.62$1,520.71$501.91—$280,244.28
104Jun 2035$2,022.62$1,517.99$504.63—$279,739.65
105Jul 2035$2,022.62$1,515.26$507.36—$279,232.29
106Aug 2035$2,022.62$1,512.51$510.11—$278,722.18
107Sep 2035$2,022.62$1,509.75$512.87—$278,209.31
108Oct 2035$2,022.62$1,506.97$515.65—$277,693.66
109Nov 2035$2,022.62$1,504.17$518.44—$277,175.22
110Dec 2035$2,022.62$1,501.37$521.25—$276,653.96
111Jan 2036$2,022.62$1,498.54$524.08—$276,129.89
112Feb 2036$2,022.62$1,495.70$526.91—$275,602.97
113Mar 2036$2,022.62$1,492.85$529.77—$275,073.21
114Apr 2036$2,022.62$1,489.98$532.64—$274,540.57
115May 2036$2,022.62$1,487.09$535.52—$274,005.05
116Jun 2036$2,022.62$1,484.19$538.42—$273,466.62
117Jul 2036$2,022.62$1,481.28$541.34—$272,925.28
118Aug 2036$2,022.62$1,478.35$544.27—$272,381.01
119Sep 2036$2,022.62$1,475.40$547.22—$271,833.79
120Oct 2036$2,022.62$1,472.43$550.18—$271,283.60

Showing the first 120 payments of 360. Download the CSV for the complete schedule.

Extra principal is applied after the scheduled payment each month, so the balance falls sooner and all future interest on that money disappears.

Use this tool to generate a schedule for any fixed-rate loan, add optional extra payments and export the whole table as a CSV file for a spreadsheet, an accountant or your own records. Every figure is computed in your browser; nothing you type is uploaded.

About this amortization schedule calculator

When a fixed-rate loan closes, the schedule behind every payment is filed away and seldom opened again. An amortization schedule is the least glamorous and most informative document in lending, and this tool generates one for any fixed-rate loan in a few keystrokes: every payment split into interest and principal, year-by-year totals, an optional extra-payment column and a CSV you can open in a spreadsheet. The same split sits beside the payment in the mortgage calculator and the loan calculator, so a generated schedule can be checked against the page that produced the loan.

The figures are arithmetic on the amount, rate and term you enter, computed in your browser with no upload and no account. The page is reviewed on a schedule and corrected openly when something is off, through the contact page. The schedule you generate here is a model of your loan; a lender statement is the authoritative record if rounding, escrow or fees make the two differ.

How this amortization schedule calculator works

How a schedule is built

Each month, interest is charged on the outstanding balance at one twelfth of the annual rate. The scheduled payment is fixed for the life of the loan, so the interest is subtracted first and everything left over reduces the principal. Early on the balance is at its largest, which is why most of the early payments go to interest; only later does the principal share take over.

On a $320,000 loan at 6.5%, month one charges roughly $1,733 of interest, so only a small part of a $2,023 payment touches the principal. That is why the interest column shrinks and the principal column grows from row to row even though the payment never changes. An amortization schedule just unfolds that curve month by month, keeping every row consistent with the running balance.

Extra payments change the tail of the schedule

Every extra dollar of principal removes all future interest on that dollar, which is why even a modest monthly extra at the start of a 30-year loan can pull years off the term. The schedule shortens at the end rather than the beginning, because the extra money attacks a balance that would otherwise keep accruing interest far into the future.

This page lets you add extra principal every month and, separately, once a year. The calculator applies an extra payment after the scheduled payment each month, so the balance falls sooner, the payoff month moves up, and the interest saved is shown right beside the time saved. Because an extra dollar early avoids interest for every remaining month, it is worth far more in year one than in year twenty.

Yearly totals and the CSV export

The page also groups the schedule by year, so you can see the interest and principal paid in each calendar year — handy when you need the interest figure for records at income-tax time, or want to watch the principal column build. Twelve monthly rows compress into a single yearly line, which makes the underlying trend easier to read.

The first one hundred and twenty payments are previewed on the page, and the download button exports the complete schedule as a CSV with every row and the running balance, ready for a spreadsheet, an accountant or your own records. Exporting is a convenience, not a requirement: the schedule itself is readable on the page, and the full table is one click away.

What the schedule is and is not

A schedule is a model of your loan, not a statement from it. Real payments can differ by a few cents or a few dollars because of payment timing, rounding conventions, escrow amounts and bank fees, none of which are in this arithmetic. Balances here are carried at full precision and rounded only for display, so the printed rows reconcile with the totals.

The value of the schedule is the shape of the loan — when the balance stops shrinking slowly, what an extra payment really removes, and how much total interest a term costs. Those answers are exact for the numbers you enter, and the yearly summary shows them at a glance. For exact figures on your own loan, the lender statement remains the authoritative record.

Where the money goes in year one

In the first year of a long loan almost every dollar of the payment is interest. That is not a trick of the lender: interest is charged on the balance, the balance is at its largest at the start, so the same payment buys far less principal in month one than in month two hundred.

The yearly view is the fastest way to see the crossover. Watch the interest column fall and the principal column rise year by year; the point where they meet is where the loan starts to pay itself down quickly, and on a 30-year mortgage at a typical rate that point arrives later than most borrowers expect.

That is what makes extra principal so effective early and so unremarkable late. A dollar paid in year two removes thirty years of interest on itself; the same dollar paid in year twenty-eight removes two. The two extra-payment fields exist to price that difference on your own numbers.

Worked examples

Each example below was run through the calculator on this page when the site was built, so the numbers match what you see when you enter the same inputs.

30-year mortgage schedule

Loan amount: $320,000.00 · Interest rate: 6.5% · Term: 30 years · Extra principal: $0.00 · First payment month: Sep 2026

Scheduled monthly payment

$2,022.62

360 payments on $320,000 at 6.5%. The balance reaches zero in Aug 2056.

Monthly payment: $2,022.62 · Total interest: $408,142.36 · Payments made: 360 · Final balance: $0.00

The first year sends about 85% of every payment to interest, before the principal's share takes over.

Same loan with $250 extra each month

Loan amount: $320,000.00 · Interest rate: 6.5% · Term: 30 years · Extra principal: $250.00 · First payment month: Sep 2026

Payoff time with extra payments

22 years 3 months

Paying $250.00 extra per month clears the loan in Nov 2048.

Monthly payment: $2,022.62 · Total interest: $285,148.38 · Payments made: 267 · Final balance: $0.00

A small recurring extra payment pulls years off the end of the schedule.

Short consumer loan

Loan amount: $15,000.00 · Interest rate: 9.5% · Term: 3 years · Extra principal: $0.00 · First payment month: Sep 2026

Scheduled monthly payment

$480.49

36 payments on $15,000 at 9.5%. The balance reaches zero in Aug 2029.

Monthly payment: $480.49 · Total interest: $2,297.79 · Payments made: 36 · Final balance: $0.00

Short schedules barely amortize: principal falls quickly from the first payment.

Same loan, 20-year term

Loan amount: $320,000.00 · Interest rate: 6.5% · Term: 20 years · Extra principal: $0.00 · First payment month: Sep 2026

Scheduled monthly payment

$2,385.83

240 payments on $320,000 at 6.5%. The balance reaches zero in Aug 2046.

Monthly payment: $2,385.83 · Total interest: $252,600.17 · Payments made: 240 · Final balance: $0.00

The first example shows 30 years at 6.5% with $200 extra each month; this is the same amount and rate with a 20-year term. The payment lands close to that extra-payment plan and the lifetime interest is a fraction of it.

Frequently asked questions

What does amortization actually mean?

Amortization is the process of paying off a debt with regular payments that cover both interest and principal. The loan is fully amortized when the final scheduled payment clears the remaining balance.

Why does so little of my early payment reduce the balance?

Because interest is charged on the balance, and the balance is largest at the start. On a $320,000 loan at 6.5%, month one charges about $1,733 of interest, so only a small part of a $2,023 payment touches the principal. The pattern flips in the second half of the term.

How much does an extra payment help?

It depends on when you pay it. Extra principal early in the loan saves interest for every remaining month, so it is worth far more in year one than in year twenty. The mortgage payoff calculator quantifies the saving for a given extra amount.

Do lenders use exactly this schedule?

The math is the same, but real statements can differ slightly because of payment timing, escrow amounts, rounding conventions and fees. Use this schedule to understand the shape of the loan, and the lender statement for the exact figures.

Can I export the schedule?

Yes. Press the download button under the results to save a CSV containing payment number, month, payment, interest, principal, extra principal and remaining balance. It opens directly in Excel, Google Sheets or Numbers.

Does the schedule work for a biweekly payment plan?

Not directly. A biweekly plan makes 26 half-payments a year, which is equivalent to 13 monthly payments. Set the extra payment to one twelfth of your monthly payment to model the same effect on this monthly schedule.

Assumptions and sources

  • Interest is charged monthly on the outstanding balance at annual rate ÷ 12, the convention used by US and most Commonwealth lenders.
  • Balances are carried at full precision and rounded for display, so the totals reconcile with the printed rows.
  • Every row is arithmetic on the amount, rate, term and extra payments you enter; a lender statement is the authoritative figure if rounding, escrow or fees make it differ. This is an estimate page, not financial advice.

Last reviewed 2026-10-05. An estimate, not financial advice; your lender's Loan Estimate overrides it. Read the full disclaimer.

Where a figure on this page comes from an official agency — HUD, IRS, FICO or a state body — the site keeps a dated snapshot of the source page in its sources library, and a scheduled job re-checks that snapshot, so the number can be traced back to the document it came from.