Mortgage payoff calculator

Choose when you want the mortgage gone. The calculator works out the extra principal to pay with every payment to get there, to the cent, and what it saves.

Loan type
Program
$
$
%
Common down payments, as a percentage of the price
%
years
Term in
Common loan terms

Adds dates to the schedule, and shows what you owe now and what it would take to pay off. The exact date makes the payoff exact to the day.

Payments
Taxes, insurance and PMI
$
$
% per year

Private mortgage insurance, charged only when less than 20% is put down. It ends automatically when the balance is scheduled to reach 78% of the price, or halfway through the term.

Points and lender fees
%
$

One point costs 1% of the loan, paid at closing to buy a lower rate: enter the rate it buys above. Lender fees are the lender's own charges for making the loan (origination, underwriting, processing), the ones counted in the APR. Leave out title, appraisal and escrow items.

Tax deduction (estimate)
Home value and inflation
% a year
% a year

Assumptions, not forecasts, for “Equity and today's dollars” below the schedule. The Federal Reserve's longer-run goal for inflation is 2%.

Extra payments
$
Pay it off by a date
years
months

Pay $363.22 extra every month to pay it off within 20 years, saving $155,541.87 in interest.

To pay extra on one particular payment — a bonus, a tax refund — choose that payment in the schedule below.

Monthly payment$2,022.62
Loan amount
$320,000.00
APR
6.500%the same as the rate: no fees or mortgage insurance
Total interest
$408,140.64
Total of all payments
$728,140.64
Paid off in
30 years

Saved loans

Kept in this browser only, not sent anywhere. Clearing your browser's site data removes them.

Balance and interest over time

Loan balance falls from 320,000 dollars to zero over 30 years, while interest paid to date rises to 408,141 dollars. The schedule below has every figure.

  • Balance owed
  • Interest paid to date
Where each year's payments go

For each year of the loan, how much of what's paid reduces the balance and how much is interest. Early years are mostly interest. The schedule below, by year, has every figure.

  • Principal
  • Interest

Monthly, twice a month or every two weeks

Amortization schedule

Schedule view

Choose “Pay extra” on any payment to put more toward the principal that month.

PaymentInterestPrincipalExtraTotal paidBalanceInterest to dateActions
1$1,733.33$289.29—$2,022.62$319,710.71$1,733.33
2$1,731.77$290.85—$2,022.62$319,419.86$3,465.10
3$1,730.19$292.43—$2,022.62$319,127.43$5,195.29
4$1,728.61$294.01—$2,022.62$318,833.42$6,923.90
5$1,727.01$295.61—$2,022.62$318,537.81$8,650.91
6$1,725.41$297.21—$2,022.62$318,240.60$10,376.32
7$1,723.80$298.82—$2,022.62$317,941.78$12,100.12
8$1,722.18$300.44—$2,022.62$317,641.34$13,822.30
9$1,720.56$302.06—$2,022.62$317,339.28$15,542.86
10$1,718.92$303.70—$2,022.62$317,035.58$17,261.78
11$1,717.28$305.34—$2,022.62$316,730.24$18,979.06
12$1,715.62$307.00—$2,022.62$316,423.24$20,694.68
13$1,713.96$308.66—$2,022.62$316,114.58$22,408.64
14$1,712.29$310.33—$2,022.62$315,804.25$24,120.93
15$1,710.61$312.01—$2,022.62$315,492.24$25,831.54
16$1,708.92$313.70—$2,022.62$315,178.54$27,540.46
17$1,707.22$315.40—$2,022.62$314,863.14$29,247.68
18$1,705.51$317.11—$2,022.62$314,546.03$30,953.19
19$1,703.79$318.83—$2,022.62$314,227.20$32,656.98
20$1,702.06$320.56—$2,022.62$313,906.64$34,359.04
21$1,700.33$322.29—$2,022.62$313,584.35$36,059.37
22$1,698.58$324.04—$2,022.62$313,260.31$37,757.95
23$1,696.83$325.79—$2,022.62$312,934.52$39,454.78
24$1,695.06$327.56—$2,022.62$312,606.96$41,149.84
25$1,693.29$329.33—$2,022.62$312,277.63$42,843.13
26$1,691.50$331.12—$2,022.62$311,946.51$44,534.63
27$1,689.71$332.91—$2,022.62$311,613.60$46,224.34
28$1,687.91$334.71—$2,022.62$311,278.89$47,912.25
29$1,686.09$336.53—$2,022.62$310,942.36$49,598.34
30$1,684.27$338.35—$2,022.62$310,604.01$51,282.61
31$1,682.44$340.18—$2,022.62$310,263.83$52,965.05
32$1,680.60$342.02—$2,022.62$309,921.81$54,645.65
33$1,678.74$343.88—$2,022.62$309,577.93$56,324.39
34$1,676.88$345.74—$2,022.62$309,232.19$58,001.27
35$1,675.01$347.61—$2,022.62$308,884.58$59,676.28
36$1,673.12$349.50—$2,022.62$308,535.08$61,349.40
37$1,671.23$351.39—$2,022.62$308,183.69$63,020.63
38$1,669.33$353.29—$2,022.62$307,830.40$64,689.96
39$1,667.41$355.21—$2,022.62$307,475.19$66,357.37
40$1,665.49$357.13—$2,022.62$307,118.06$68,022.86
41$1,663.56$359.06—$2,022.62$306,759.00$69,686.42
42$1,661.61$361.01—$2,022.62$306,397.99$71,348.03
43$1,659.66$362.96—$2,022.62$306,035.03$73,007.69
44$1,657.69$364.93—$2,022.62$305,670.10$74,665.38
45$1,655.71$366.91—$2,022.62$305,303.19$76,321.09
46$1,653.73$368.89—$2,022.62$304,934.30$77,974.82
47$1,651.73$370.89—$2,022.62$304,563.41$79,626.55
48$1,649.72$372.90—$2,022.62$304,190.51$81,276.27
49$1,647.70$374.92—$2,022.62$303,815.59$82,923.97
50$1,645.67$376.95—$2,022.62$303,438.64$84,569.64
51$1,643.63$378.99—$2,022.62$303,059.65$86,213.27
52$1,641.57$381.05—$2,022.62$302,678.60$87,854.84
53$1,639.51$383.11—$2,022.62$302,295.49$89,494.35
54$1,637.43$385.19—$2,022.62$301,910.30$91,131.78
55$1,635.35$387.27—$2,022.62$301,523.03$92,767.13
56$1,633.25$389.37—$2,022.62$301,133.66$94,400.38
57$1,631.14$391.48—$2,022.62$300,742.18$96,031.52
58$1,629.02$393.60—$2,022.62$300,348.58$97,660.54
59$1,626.89$395.73—$2,022.62$299,952.85$99,287.43
60$1,624.74$397.88—$2,022.62$299,554.97$100,912.17

Equity and today's dollars

With the home's value rising 3% a year and inflation at 2% (assumptions you can change under “Home value and inflation”).

AfterHome valueStill owedEquity
1 year$412,000$316,423$95,57723% of the value
5 years$463,710$299,555$164,15535% of the value
10 years$537,567$271,283$266,28350% of the value
15 years$623,187$232,189$390,99863% of the value
20 years$722,444$178,128$544,31775% of the value
25 years$837,511$103,372$734,14088% of the value
30 years$970,905$0$970,905100% of the value

Everything paid over the loan comes to $728,141. At 2% inflation that's worth $548,558 in today's dollars: a payment that stays the same costs less in real terms every year.

How much extra to pay off early

A $320,000 loan at 6.5% over 30 years costs $2,022.62 a month and $408,141 in interest. To have it paid off in 20 years instead, pay $363.22 extra every month; that saves about $155,500 in interest. In 15 years, it's $764.93 extra a month and saves about $226,400. In 10 years, $1,610.92 extra and about $292,100 saved.

Smaller goals cost less. Paying it off in 25 years takes $138.05 extra a month and saves about $79,900. The target doesn’t have to be whole years either: 17 years 6 months takes $532.44 extra and saves about $191,600.

How the calculator finds the amount

In the Extra payments section, “Pay it off by a date” asks how long you want the loan to last, in years and months. It then finds the smallest extra amount that pays the loan off in time, using the same schedule as everything else on this site: interest charged on what you still owe each month, rounded to the cent. It doesn’t use a shortcut formula. It tries amounts against the full schedule and narrows in until a cent less would miss the date, so $363.22 works for the 20-year goal and $363.21 doesn’t.

Nothing changes in your loan until you choose “Use”, which puts the answer in the extra-payment box so you can see every payment in the schedule. If the loan would already be paid off by your target, it tells you so. On biweekly or twice-a-month payments, the answer is the extra to add to every payment.

Paying off a loan you already have

The calculator starts from a new loan, but you can model the one you have. Enter a price and down payment whose difference is what you owe now, your rate, and the time left as the term. If you no longer pay PMI, set the PMI rate to 0.

Say you owe $250,000 at 6.5% with 25 years left, so a term of 300 months. The regular payment is $1,688.02. To be done in 15 years, pay $489.75 extra a month, which saves about $114,400 in interest. To be done in 10 years, pay $1,150.68 extra, saving about $165,800. Your actual required payment may differ by a few cents from the calculator’s, since your lender set it when the loan began; the calculator shows the method, and your statement shows the exact figures.

Lump sums count too

Expecting a bonus or a tax refund? Pay it toward a particular month in the schedule first. The payoff goal keeps those one-time payments and works out what's still needed every month on top of them, so a lump sum lowers the monthly extra you need.

On the $320,000 loan, a one-time $10,000 with payment 12 brings the monthly extra for a 20-year payoff down from $363.22 to $293.34. Total interest then comes to about $245,800, against about $408,100 with no extra at all.

Paying extra or refinancing to a shorter term

At the same rate, paying a 30-year loan off in 15 years costs almost exactly what a 15-year loan would. A 15-year loan of $320,000 at 6.5% is $2,787.54 a month with about $181,758 of interest. The 30-year loan plus $764.93 extra is $2,787.55 a month with about $181,757 of interest.

The real differences lie elsewhere. A refinance usually has closing costs and may come with a different rate. Paying extra keeps the lower required payment, so you can stop if money gets tight. A 15-year loan commits you to the higher payment. The refinance calculator shows when a new loan would break even, and compare mortgages sets two loans side by side.

Before you commit

Common questions

How can I pay off a 30-year mortgage in 15 years?

Pay enough extra principal each month. On $320,000 at 6.5%, that’s $764.93 a month on top of the $2,022.62 payment. Enter your loan above to find your figure.

How much extra do I need to pay off my mortgage in 10 years?

On a new $320,000 loan at 6.5% for 30 years, $1,610.92 a month. On an existing loan, enter what you owe and the time left, as described above.

What if I can’t keep up the extra payments?

You can stop at any time. The required payment doesn’t change, and the extra you’ve already paid still shortens the loan and cuts the interest.

Is my payoff amount the same as my balance?

No. It adds interest up to the day you pay and any fees owed. Ask your servicer for the exact figure.

Does it work with biweekly payments?

Yes. Choose the payment frequency first and the answer is the extra per payment. The biweekly mortgage calculator explains how biweekly pays off faster, and the extra payment calculator shows what a given extra amount saves.