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Mortgage Payoff Calculator

See how extra payments, biweekly payments, or paying the remaining balance in full shorten your mortgage and cut interest — with a side-by-side schedule.

Use the original amount, original term, and time left — good for new loans or loans that have never had extra payments.

ExampleSample values — edit any field to see your result.

$
years
%
years
months
Repayment options
$

Added to the scheduled P&I each month when Extra payments is selected.

$

Applied at the end of each remaining year (months 12, 24, …).

$

Applied with the first remaining payment.

Results update as you type.

Payoff in

17 years and 3 months

Estimated result

The remaining balance is $372,217.43. By paying extra $500.00 per month starting now, the loan will be paid off in 17 years and 3 months. It is 7 years and 9 months earlier. This results in savings of $122,306 in interest.

Remaining balance
$372,217.43
Monthly pay with extra
$2,898.20
Interest savings
$122,306
Time savings
7 years and 9 months
Pay less on interest
26%
Payoff faster
31%

Remaining principal vs interest

Principal 62%, Interest 38%
  • Principal62%
  • Interest38%

Original vs with payoff

OriginalWith payoff
Monthly pay$2,398.20$2,898.20
Total payments$863,352.76$741,046.55
Total interest$463,352.76$341,046.55
Remaining payments$719,460.63$597,154.42
Remaining interest$347,243.20$224,937.00
Payoff in25 yrs17 yrs, 3 mos

Amortization schedule

PeriodOriginal interestOriginal principalOriginal balancePayoff interestPayoff principalPayoff balance
Year 1$23,866.38$4,912.05$395,087.95$23,866.38$4,912.05$395,087.95
Year 2$23,563.42$5,215.00$389,872.94$23,563.42$5,215.00$389,872.94
Year 3$23,241.76$5,536.65$384,336.28$23,241.76$5,536.65$384,336.28
Year 4$22,900.27$5,878.14$378,458.13$22,900.27$5,878.14$378,458.13
Year 5$22,537.73$6,240.71$372,217.43$22,537.73$6,240.71$372,217.43
Year 6$22,152.80$6,625.61$365,591.81$21,985.03$12,793.37$359,424.03
Year 7$21,744.17$7,034.26$358,557.54$21,195.95$13,582.46$345,841.57
Year 8$21,310.30$7,468.12$351,089.42$20,358.23$14,420.20$331,421.36
Year 9$20,849.69$7,928.75$343,160.67$19,468.83$15,309.61$316,111.76
Year 10$20,360.64$8,417.78$334,742.90$18,524.56$16,253.87$299,857.88
Year 11$19,841.45$8,936.98$325,805.94$17,522.05$17,256.39$282,601.51
Year 12$19,290.24$9,488.17$316,317.76$16,457.71$18,320.69$264,280.80
Year 13$18,705.06$10,073.38$306,244.38$15,327.73$19,450.69$244,830.11
Year 14$18,083.74$10,694.68$295,549.69$14,128.05$20,650.36$224,179.74
Year 15$17,424.13$11,354.31$284,195.38$12,854.40$21,924.03$202,255.70
Year 16$16,723.82$12,054.64$272,140.76$11,502.16$23,276.25$178,979.44
Year 17$15,980.30$12,798.13$259,342.63$10,066.53$24,711.87$154,267.55
Year 18$15,190.93$13,587.48$245,755.14$8,542.35$26,236.06$128,031.48
Year 19$14,352.90$14,425.55$231,329.61$6,924.18$27,854.24$100,177.23
Year 20$13,463.16$15,315.25$216,014.34$5,206.19$29,572.24$70,604.99
Year 21$12,518.54$16,259.87$199,754.47$3,382.24$31,396.19$39,208.80
Year 22$11,515.67$17,262.77$182,491.71$1,445.78$33,332.64$5,876.16
Year 23$10,450.95$18,327.46$164,164.23$45.04$5,876.16$0.00
Year 24$9,320.53$19,457.88$144,706.35$0.00$0.00$0.00
Year 25$8,120.43$20,658.00$124,048.35$0.00$0.00$0.00
Year 26$6,846.28$21,932.15$102,116.21$0.00$0.00$0.00
Year 27$5,493.55$23,284.87$78,831.34$0.00$0.00$0.00
Year 28$4,057.41$24,721.04$54,110.31$0.00$0.00$0.00
Year 29$2,532.66$26,245.76$27,864.55$0.00$0.00$0.00
Year 30$913.88$27,864.55$0.00$0.00$0.00$0.00

See how extra payments, biweekly payments, or paying the remaining balance in full change the payoff date and total interest. Enter the original loan (or the unpaid principal from a statement), pick a repayment option, and compare the scheduled loan with the faster path — including an expandable amortization table.

Formula

The scheduled monthly P&I on principal P, monthly rate i = R / 1200, and N months is:

payment = P × i / (1 − (1 + i)^(−N))

Known remaining term. After k = Norig − Nrem payments the remaining balance is the present value of the remaining original payments. Extra amounts are added on top of that contractual payment starting now; a yearly extra lands at the end of each remaining year, and a one-time extra with the first remaining payment.

Unknown remaining term. Given unpaid principal and the statement payment, the remaining months are however many it takes that payment to clear the balance (the last month may be partial).

Biweekly. Half the monthly payment every two weeks is modeled as monthly compounding plus an extra half-payment every six months — 26 half-payments a year, equal to one extra monthly payment.

Each month: interest = balance × i, then principal = payment − interest (plus extras). The final payment clears whatever is left.

Totals on the original loan use the unrounded contractual payment × months (then rounded to cents), which is why monthly pay shows $2,398.20 while total payments can be $863,352.76 rather than 360 × $2,398.20 exactly.

Payoff options at a glance

OptionWhat you payTypical effect
Extra paymentsScheduled P&I plus monthly, yearly, and/or one-time extrasShorter term, large interest cut
BiweeklyHalf the monthly P&I every two weeksAbout one extra month per year
AltogetherRemaining balance as a lump sumNo further interest
NormalScheduled monthly P&I onlyBaseline for comparison

Examples

$400,000 · 30 years · 6% · 25 years left · $500 extra per month

After five years the remaining balance is $372,217.43. Adding $500 to the $2,398.20 P&I pays the loan off in 17 years and 3 months7 years and 9 months earlier — and saves about $122,306 in interest (~26% less interest, ~31% faster).

Same loan, biweekly instead of extra monthly

Half of $2,398.20 is a $1,199.10 biweekly payment. Payoff drops to 21 years and 2 months (3 years 10 months earlier) with about $61,869 of interest saved.

Statement only: $230,000 unpaid · $1,500 monthly · 6%

The remaining term is 24 years and 4 months. An extra $500 per month clears it in 14 years and 4 months (10 years earlier) and cuts remaining interest from $207,677.36 to $113,122.63.

Frequently asked questions

How do extra mortgage payments save interest?
Each extra dollar goes straight to principal, so it never accrues the future interest that principal would have cost. Even a modest extra monthly amount can shave years off a 30-year loan. This calculator layers extra monthly, yearly, and one-time amounts on the scheduled P&I and reports the new payoff time and interest saved.
How does biweekly repayment work?
You pay half of the regular monthly P&I every two weeks. With 52 weeks in a year that is 26 half-payments — the equivalent of 13 monthly payments, or one extra month per year. This calculator models that as monthly compounding plus an extra half-payment every six months.
What does paying the loan back altogether mean?
It is a lump-sum payoff of the remaining balance today. You stop all future interest; the interest you save is whatever was still scheduled on the remaining term. Confirm with the lender whether a prepayment penalty applies before sending a payoff check.
Why are there two ways to enter the loan?
If you know the original amount, original term, and time left — typical for a new loan or one that has never had extra principal — use Known term. If you only have a statement, use Unknown term with the unpaid principal, monthly payment, and rate; the calculator solves for how long that payment still has to run.
Should I pay extra on the mortgage or invest instead?
A mortgage is usually low-rate debt. Extra payments are a guaranteed return equal to the interest you avoid, but high-interest cards, an empty emergency fund, or unfilled tax-advantaged retirement accounts often come first. Run the numbers here, then weigh opportunity cost.

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