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Fortnightly repayment calculator

Switching to fortnightly repayments is common advice, and the reason it works is usually explained wrongly.

There are two different things it can mean, and they produce different results. This calculator shows both so the difference is visible rather than asserted.

Fortnightly repayment calculator

Separates the two things people mean by "paying fortnightly": genuinely repaying every fortnight, and paying half a monthly repayment every fortnight — which is thirteen monthly repayments a year.

The amount borrowed.

Nominal annual rate. Interest is charged each period on the balance owing.

Years remaining over which the loan is repaid.

Interest saved — half the monthly payment, fortnightly

$132,875.27

Monthly repayment
$3,062.34
Monthly — total interest
$602,444.16
True fortnightly repayment
$1,412.72
True fortnightly — total interest
$601,918.84
Interest saved — true fortnightly
$525.32
Accelerated fortnightly repayment
$1,531.17
Accelerated — total interest
$469,568.89
Time saved — accelerated
5 years 7 months
Accelerated payoff time
24 years 5 months
Extra paid each year — accelerated
$3,062.34
Accelerated — number of payments
634

Betafortnightly-repayment v1.0.0

Estimate only, for general information. It applies standard loan arithmetic to the figures you enter and excludes fees, charges, offers and any lender-specific product rules. It is not financial advice, not a quote, and not an indication that any lender will approve a loan. Confirm figures with your lender.

What to enter

  • Loan amount, rate and term

    The same loan under both arrangements. Nothing about the loan changes; only the repayment pattern does.

The two meanings, and why only one helps

A true fortnightly repayment is the amount that clears the loan over the term when paid every fortnight. Because interest is calculated on a smaller average balance, it saves a little — but the annual amount paid is essentially the same as monthly, so the saving is modest.

Half the monthly repayment paid every fortnight is a different thing entirely. There are twenty-six fortnights in a year but only twelve months, so this pays thirteen monthly repayments a year rather than twelve. That extra month is where nearly all the widely-quoted saving comes from.

This matters because the common framing — "pay fortnightly and save years" — credits the frequency for a benefit that actually comes from paying about 8% more each year. The frequency is not doing the work. Knowing which is which lets you decide whether you want to pay more, rather than being told you are getting something for nothing.

Worked examples

Every figure below is computed by the same calculator on this page, from the inputs described. Nothing here is typed in by hand, so an example cannot disagree with the tool.

A $650,000 loan at 6.0% over 30 years

Interest saved — half the monthly payment, fortnightly
$161,278
Monthly repayment
$3,897
Monthly — total interest
$752,948

Compare the two fortnightly figures against each other, not just against the monthly one. The gap between them is the extra you would be contributing under the half-monthly arrangement.

How it is worked out

The monthly repayment is computed from the loan in the usual way. The true fortnightly repayment is computed independently over twenty-six periods a year.

The half-monthly figure is simply the monthly repayment divided by two, and the loan is then run forward at that amount every fortnight until the balance clears.

Both are compared against the same loan paid monthly, so the difference between them isolates the effect of the extra annual contribution.

How every calculator on this site is built

What it assumes

  • The lender accepts the arrangement

    Most Australian lenders offer fortnightly repayments. Fewer will take exactly half the monthly amount and treat the surplus as an extra repayment automatically; some require you to set it up as a higher fortnightly payment.

  • Twenty-six fortnights a year

    A year is 52 weeks and a day, so occasionally a twenty-seventh fortnightly payment falls in a calendar year. The model uses 26, which is the convention lenders schedule to.

Where it stops being right

  • It does not tell you which to choose

    Paying about 8% more a year is a good idea if you can afford it and a strain if you cannot. The calculator makes the trade-off visible; the decision is about your cash flow.

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Putting this calculator on your own site

This calculator can be embedded on a business website, branded to match it, with a call to action that sends the enquiry to that business rather than collecting anything here.