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Are Biweekly Mortgage Payments Worth It?

Are biweekly mortgage payments worth it? The saving is real, but it comes entirely from making thirteen payments a year instead of twelve, and you can make that thirteenth payment yourself, sooner and for nothing, by adding a twelfth of your payment each month.

Example numbers

30 years

Months left. 360 is a fresh 30-year mortgage.

Assumptionsenrolment fee, fee per payment

What the biweekly service charges to set it up. Commonly $300 to $400.

Some services also charge a few dollars on each of the 26 payments a year.

Result

The verdictfrom an example

Pay $158.02 extra a month yourself and you beat the biweekly plan by $3,668, fees included, for the same money.

Worked on $300,000 at 6.50% over 30 years, against a $395 enrolment fee. Change anything below to use yours.

Pay this much extra yourself
$158.02
Doing it yourself is ahead by
$3,668
Monthly extra: interest saved
$87,259

The figures behind it

Pay this much extra yourself
$158.02
One twelfth of the payment, every month. This is the whole of what a biweekly plan does.
Doing it yourself is ahead by
$3,668
Interest and fees together, against enrolling in a plan.
Monthly extra: interest saved
$87,259
Clears in 24 years, 2 months, 5 years, 10 months early.
Biweekly plan: interest saved
$83,986
Clears in 24 years, 4 months, 5 years, 8 months early.
Fees the plan charges
$395
For arranging something you can do yourself for nothing.
Doing nothing costs
$382,637
Over the full 30 years at the scheduled payment.

The balance on all three plans

Net worth over time under both scenariosScheduled payment only ends at $0. Biweekly plan ends at $0. Monthly extra, done yourself ends at $0. The same figures appear in the payment schedule below.$0$100K$200K$300K161116212630

Years from today

Scheduled payment onlyBiweekly planMonthly extra, done yourself
Payment scheduleShow

The table scrolls sideways

YearScheduled onlyBiweekly planMonthly extraGap
1$296,647$294,751$294,693$58
2$293,069$289,150$289,031$119
3$289,252$283,174$282,989$185
4$285,179$276,798$276,543$254
5$280,833$269,994$269,665$329
6$276,197$262,736$262,327$409
7$271,249$254,991$254,497$494
8$265,971$246,727$246,143$584
9$260,338$237,910$237,229$681
10$254,329$228,502$227,718$784
11$247,917$218,464$217,570$894
12$241,076$207,754$206,743$1,012
13$233,777$196,327$195,190$1,137
14$225,989$184,135$182,864$1,271
15$217,679$171,126$169,713$1,413
16$208,812$157,245$155,680$1,565
17$199,352$142,436$140,708$1,728
18$189,259$126,634$124,733$1,901
19$178,489$109,774$107,688$2,086
20$166,998$91,785$89,502$2,283
21$154,737$72,591$70,097$2,494
22$141,656$52,112$49,393$2,718
23$127,698$30,261$27,303$2,958
24$112,806$6,946$3,733$3,214
25$96,916$0$0$0
26$79,962$0$0$0
27$61,872$0$0$0
28$42,571$0$0$0
29$21,978$0$0$0
30$0$0$0$0

What this result assumes

  • Mortgage interest accrues monthly on the balance, so the day of the month a payment lands makes no difference. The thirteenth payment a year is the entire effect of a biweekly schedule.
  • The biweekly plan is modelled the way these services actually work: they hold your half-payments and remit monthly, applying the accumulated extra once a year. Paying one twelfth extra each month gets the same money to principal sooner, which is why it comes out slightly ahead even before fees.
  • A true biweekly mortgage, where the servicer itself recalculates interest every fortnight, would close most of that gap. They are rare, and a third-party enrolment service is not one.
  • Both plans assume the servicer applies the extra to principal rather than to the next scheduled payment. If it does not, neither plan shortens the term at all, tell them in writing.

Methodology

Reviewed

Where the saving actually comes from

Paying half your mortgage payment every two weeks means 26 half-payments a year, because there are 26 fortnights in a year rather than 24. Twenty-six halves is thirteen wholes. That thirteenth payment is the entire mechanism, and every dollar of the saving comes from it.

It is not the fortnightly timing. Mortgage interest accrues monthly on the outstanding balance, so the day within the month on which money arrives changes nothing. A plan marketed on "paying more often means less interest" is describing an effect that the loan’s own arithmetic cannot see.

Once you know the mechanism, the alternative is obvious: divide the payment by twelve and add that to every monthly payment. Same thirteen payments a year, no enrolment, no fee.

Why doing it yourself is slightly better

Almost every biweekly service is a third party sitting between you and the servicer. It debits you fortnightly, holds the money, and remits on your normal monthly schedule — then sends the accumulated extra as a lump once a year. Your money sits in their account rather than reducing your principal.

Paying one twelfth extra each month puts that same money against the balance eleven months sooner on average. On the default scenario — $300,000 at 6.5% over thirty years — that timing difference alone is worth about $3,300 in interest, before any fee is counted.

Add the typical $395 enrolment fee and the gap on the default figures is $3,668. The plan saves $83,986 of interest; doing exactly the same thing yourself saves $87,259 and costs nothing.

The comparison

Three schedules are run against the same loan. The baseline pays the scheduled amount for the full term. The biweekly plan pays the scheduled amount plus one extra full payment in every twelfth month, with fees added to its cost. The monthly-extra plan pays the scheduled amount plus one twelfth of it, every month.

Interest is rounded to the cent each month, as a servicer would, and the final payment absorbs the rounding remainder so every schedule conserves principal exactly. The test suite checks that both plans repay the original balance to the cent.

Per-payment fees, where a service charges them, are levied 26 times a year for as long as the plan runs — which is how they are actually billed, and why a few dollars a payment adds up to more than the enrolment fee over two decades.

Assumptions

  • Interest accrues monthly on the outstanding balance, which is how US mortgages work.
  • The biweekly service remits monthly and applies the accumulated extra payment once a year.
  • The servicer applies extra payments to principal rather than to the next scheduled payment.
  • The interest rate is fixed and the payment level for the whole term.
  • Escrowed property tax and insurance are excluded — they are unchanged by either plan.
  • Per-payment fees are charged 26 times a year for as long as the plan runs.
  • No prepayment penalty applies. They are rare on modern US mortgages but not extinct.
  • The mortgage interest deduction is ignored, which slightly overstates the saving for filers who itemize.

Sources

Common questions

Do biweekly mortgage payments actually save money?
Yes, but not for the reason they are sold on. The saving comes entirely from making thirteen monthly payments a year instead of twelve, 26 half-payments is thirteen wholes. It has nothing to do with paying more often, because mortgage interest accrues monthly on the balance and does not notice which day money arrives.
Should I pay a company to set up biweekly payments?
No. On the default scenario here, a $395 enrolment fee buys you a plan that saves $83,986 in interest, while adding one twelfth of your payment to each monthly payment yourself saves $87,259 and costs nothing. You are paying to get a slightly worse version of something you can do for free.
Why is the monthly extra better than the biweekly plan?
Because of when the money reaches your principal. Most biweekly services hold your fortnightly debits and remit them monthly, applying the accumulated extra once a year. Paying one twelfth extra every month puts the same money against the balance an average of eleven months sooner, and interest is charged on the balance.
What about a true biweekly mortgage from my lender?
If the servicer itself recalculates the balance every fortnight, most of the gap closes, because your extra reaches principal as soon as you pay it. Those are genuinely rare. A third-party enrolment service is not one of them, and neither is an arrangement where your bank sends half-payments to a servicer that only posts monthly. If the goal is a lower payment rather than a shorter term, recasting or refinancing does that instead.
Can I just make an extra payment whenever I have spare cash?
Yes, and it is strictly more flexible than either plan here. The arithmetic does not care whether the extra arrives monthly or in one lump, only when it reaches the principal, earlier is always better. The advantage of a monthly amount is that it happens without you having to decide each time. The mortgage calculator has an extra-payment field if you want to see it against the full escrowed payment.
Is paying the mortgage down early the right thing to do at all?
A separate question, and a real one. Paying down a mortgage earns you a guaranteed return equal to its interest rate, which an investment has to beat after tax. Use mortgage payoff versus investing to see what that bar is for your own numbers before deciding this is the best home for the money.
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