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Extra Payment Calculator

What happens if you throw a little extra at the loan every month, once a year, or whenever you get a windfall — the interest you skip and how much sooner you're done.

Ben / Reviewed Sep 27, 2026 / v2.0.0

Your numbers

The loan
$
%
years
$
Extra principal
$
$
One-time extra payments

Windfalls, a sold car, whatever. Each one is paid with the first scheduled payment on or after its date.

Results

Showing the numbers you calculated

Interest saved
$122,635.35
$1.81 of interest saved per extra $1
Time saved
10 years
120 fewer payments
New payoff date
08/01/2046
Instead of 08/01/2056
Regular payment
$1,580.17
Principal + interest
Payment with the extra
$1,780.17
Total extra you'd pay
$67,800.00
Interest without extras
$318,861.58
Interest with extras
$196,226.23

Year by year: before vs. after

Swipe the table sideways to see all 6 columns.

Year by year: before vs. after
YearInterest (original)Interest (with extras)SavedYear-end balance (original)Year-end balance (with extras)
2026$5,409.29$5,386.43$22.86$249,088.61$247,265.75
2027$16,106.69$15,895.47$211.22$246,233.26$240,799.18
2028$15,915.48$15,462.37$453.11$243,186.70$233,899.51
2029$15,711.44$15,000.31$711.13$239,936.10$226,537.78
2030$15,493.72$14,507.26$986.46$236,467.78$218,683.00
2031$15,261.46$13,981.23$1,280.23$232,767.20$210,302.19
2032$15,013.61$13,419.93$1,593.68$228,818.77$201,360.08
2033$14,749.18$12,821.07$1,928.11$224,605.91$191,819.11
2034$14,467.05$12,182.11$2,284.94$220,110.92$181,639.18
2035$14,166.01$11,500.34$2,665.67$215,314.89$170,777.48
2036$13,844.81$10,772.90$3,071.91$210,197.66$159,188.34
2037$13,502.08$9,996.75$3,505.33$204,737.70$146,823.05

Schedule with extra payments

Swipe the table sideways to see all 7 columns.

Schedule with extra payments
#DatePaymentInterestPrincipalExtraBalance
109/01/2026$2,780.17$1,354.17$226.00$1,200.00$248,574.00
210/01/2026$1,780.17$1,346.44$233.73$200.00$248,140.27
311/01/2026$1,780.17$1,344.09$236.08$200.00$247,704.19
412/01/2026$1,780.17$1,341.73$238.44$200.00$247,265.75
501/01/2027$1,780.17$1,339.36$240.81$200.00$246,824.94
602/01/2027$1,780.17$1,336.97$243.20$200.00$246,381.74
703/01/2027$1,780.17$1,334.57$245.60$200.00$245,936.14
804/01/2027$1,780.17$1,332.15$248.02$200.00$245,488.12
905/01/2027$1,780.17$1,329.73$250.44$200.00$245,037.68
1006/01/2027$1,780.17$1,327.29$252.88$200.00$244,584.80
1107/01/2027$1,780.17$1,324.83$255.34$200.00$244,129.46
1208/01/2027$1,780.17$1,322.37$257.80$200.00$243,671.66
1309/01/2027$2,780.17$1,319.89$260.28$1,200.00$242,211.38
1410/01/2027$1,780.17$1,311.98$268.19$200.00$241,743.19
1511/01/2027$1,780.17$1,309.44$270.73$200.00$241,272.46
1612/01/2027$1,780.17$1,306.89$273.28$200.00$240,799.18
1701/01/2028$1,780.17$1,304.33$275.84$200.00$240,323.34
1802/01/2028$1,780.17$1,301.75$278.42$200.00$239,844.92
1903/01/2028$1,780.17$1,299.16$281.01$200.00$239,363.91
2004/01/2028$1,780.17$1,296.55$283.62$200.00$238,880.29
2105/01/2028$1,780.17$1,293.93$286.24$200.00$238,394.05
2206/01/2028$1,780.17$1,291.30$288.87$200.00$237,905.18
2307/01/2028$1,780.17$1,288.65$291.52$200.00$237,413.66
2408/01/2028$1,780.17$1,285.99$294.18$200.00$236,919.48

Original schedule (no extras)

Swipe the table sideways to see all 6 columns.

Original schedule (no extras)
#DatePaymentInterestPrincipalBalance
109/01/2026$1,580.17$1,354.17$226.00$249,774.00
210/01/2026$1,580.17$1,352.94$227.23$249,546.77
311/01/2026$1,580.17$1,351.71$228.46$249,318.31
412/01/2026$1,580.17$1,350.47$229.70$249,088.61
501/01/2027$1,580.17$1,349.23$230.94$248,857.67
602/01/2027$1,580.17$1,347.98$232.19$248,625.48
703/01/2027$1,580.17$1,346.72$233.45$248,392.03
804/01/2027$1,580.17$1,345.46$234.71$248,157.32
905/01/2027$1,580.17$1,344.19$235.98$247,921.34
1006/01/2027$1,580.17$1,342.91$237.26$247,684.08
1107/01/2027$1,580.17$1,341.62$238.55$247,445.53
1208/01/2027$1,580.17$1,340.33$239.84$247,205.69

What this does

It runs your loan twice: once exactly as scheduled, and once with extra principal thrown at it — a little with every payment, a lump sum once a year, one-time windfalls, or any mix. Then it tells you what the extra bought you: interest you never pay and how much sooner the loan is gone.

The spreadsheet has both schedules side by side, and they're live formulas. Change the extra amount or add a one-time payment in Excel and the savings recalculate.

How the math works

Every payment does the same thing it always does — interest first, then principal — except the extra goes straight to principal on top of the regular principal:

interest = balance × rate per payment
principal = regular payment − interest
new balance = balance − principal − extra

A smaller balance means less interest next time, so more of the next regular payment goes to principal, which shrinks the balance faster, and so on. That snowball is why a few hundred dollars a month can knock years off a mortgage.

  • The recurring extra starts with the first payment on or after your start date (payment #1 if you leave it blank).
  • The once-a-year extra is paid with that same payment and every 12 months after it.
  • Each one-time payment rides along with the first scheduled payment on or after its date.
  • Nothing ever overpays: when the balance gets small, the last payment is just what's left.

Extra payments don't lower your required payment — they shorten the loan. If you want a lower payment instead, that's a recast (ask your lender; there's a calculator for that too).

Check my math: a worked example

Take a $250,000 loan at 6.50% for 30 years, paid monthly — and add $200 extra with every payment plus $1,000 once a year.

  1. The regular payment is $1,580.17. With the extra it's $1,780.17.
  2. Payment #1 (09/01/2026): $1,354.17 interest, $226.00 regular principal, plus $1,200.00 extra.
  3. Without extras: 360 payments, $318,861.58 of interest, done 08/01/2056.
  4. With extras: 240 payments, $196,226.23 of interest, done 08/01/2046.
  5. You'd put in $67,800.00 of extra principal and skip $122,635.35 of interest — about $1.81 of interest for every extra dollar.

That's 10 years sooner. The catch: that extra money is locked up in the house (or car, or equipment) instead of sitting in savings. Paying down a 6.50% loan is a guaranteed 6.50% "return," which is great — unless you need the cash next year.

These numbers come straight from the calculator using its example inputs — if the math ever changes, this example changes with it.

Mistakes I see a lot

  • Not telling the lender the extra is for principal. Some servicers hold an overpayment as "paid ahead" instead of reducing the balance — check the next statement.
  • Entering the full monthly bill as the regular payment. Escrow (taxes, insurance, PMI) isn't principal or interest — use the P&I amount.
  • Comparing the interest saved to nothing. The real comparison is what that money would've earned somewhere else (or what high-interest debt it could have paid off first).
  • Forgetting prepayment penalties. Rare on mortgages now, more common on business and auto loans — read the note.
  • Expecting the payment to go down. It doesn't; the loan just ends sooner.

Questions people ask

Is it better to pay extra every month or one big payment a year?
Earlier is always a little better, because the balance shrinks sooner. $100 a month and $1,200 in December are close, but the monthly version saves slightly more interest since each dollar starts working earlier.
Does paying every two weeks do the same thing?
Paying half your monthly payment every two weeks adds up to 26 half-payments — 13 full payments a year instead of 12. That extra payment is what saves the interest. You can model it here as a once-a-year extra equal to one monthly payment.
What does "time saved" count?
Calendar months between the original payoff date and the new one. The "fewer payments" number under it counts payments.
Can I add a payment that's dated between two scheduled payments?
Yes. It's applied with the next scheduled payment (the first one on or after its date). In real life a lender might apply it the day it arrives, which saves a few days of interest more than this shows.
Does the spreadsheet recalculate if I change things?
Yes. Every yellow cell on the Inputs sheet — including the one-time payment table — feeds both schedules, the year-by-year comparison, and the summary.

Assumptions and limits

  • Fixed rate, end-of-period payments, and the same rounding as the Loan Amortization calculator: the payment and each period's interest are rounded to the cent.
  • Every extra dollar goes straight to principal on the payment it's made with. (Tell your lender that's what it's for — some will otherwise hold it as an early payment.)
  • The recurring extra starts with the first payment on or after your start date. The once-a-year extra is paid with that same payment and then every 12 months after it.
  • A one-time payment rides along with the first scheduled payment on or after its date. It doesn't earn you any interest between its date and that payment.
  • Extra payments never overpay the loan — the last payment is only what's left.
  • The regular payment stays the same; extra principal shortens the loan instead of lowering the payment (that's a recast — there's a calculator for it).
  • No prepayment penalties, fees, escrow, or rate changes.
  • "Time saved" counts calendar months between the original and new payoff dates.

Disclaimer: Educational and planning use only. Results depend on what you enter and may not match your lender, your tax return, or professional accounting treatment. Informational content + opinions only — not tax/legal advice.