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Mortgage repayment calculator
What a home loan really costs per month, fortnight or week — and the total interest over the life of the loan — the same maths behind any bank's mortgage calculator or home loan repayment calculator, with the working shown.
Rates verified against the official sources — how we check.
Your tally
Interest is 114% of the amount borrowed, over the full term.
Year-by-year amortisation table
| Year | Interest | Principal | Balance left |
|---|
Monthly amortisation at your inputs — the same walk the chart draws, in numbers.
Principal-and-interest at a constant rate with per-period compounding. Lender fees and offset effects aren't included — see the offset calculator for those.
The term is a bigger lever than the rate.
On $600,000 at 5.9%, stretching 25 years to 30 drops the repayment by about $270 a month — but adds roughly $132,000 of extra interest. Cheaper months, dearer loan.
Repayments at today's typical rates
Monthly repayment and lifetime interest on a $600,000 loan over 30 years — and if your current rate sits at the top of this table, the refinance calculator prices the switch:
| Rate | Monthly repayment | Total interest (30 yrs) |
|---|---|---|
| 5.00% | $3,220.93 | $559,535 |
| 5.50% | $3,406.73 | $626,424 |
| 5.90% | $3,558.82 | $681,175 |
| 6.50% | $3,792.41 | $765,267 |
| 7.00% | $3,991.81 | $837,053 |
Repayments by loan size
A quick loan repayment calculator table — 5.9% over 30 years, from the same tested engine:
| Loan amount | Monthly repayment | Total interest |
|---|---|---|
| $400,000 | $2,372.55 | $454,117 |
| $500,000 | $2,965.68 | $567,646 |
| $600,000 | $3,558.82 | $681,175 |
| $750,000 | $4,448.52 | $851,469 |
| $900,000 | $5,338.23 | $1,021,762 |
| $1,000,000 | $5,931.37 | $1,135,291 |
Wondering what a lender would actually let you borrow? That's a different question — the borrowing power calculator answers it with the 3% APRA buffer applied.
Where the money goes — the shape of amortisation
The repayment never changes, but what it buys does. The very first $3,558.82 on the $600,000 example is $2,950 of interest and only $608.82 of actual debt reduction — the bank gets paid first, and the loan barely moves. Each month the balance shrinks a little, so a little less interest accrues, so a little more of the same repayment lands on principal. The compounding of that tiny shift is the whole story of a mortgage: on this loan it takes until month 220 — 18 yrs 4 mos in — before even half your repayment is paying off the house rather than renting the money.
This is also why anything extra you pay early punches so far above its weight. A dollar of principal killed in year two stops compounding against you for nearly three decades — the extra repayment calculator and the offset calculator both run on exactly this mechanism.
Interest-only, quantified
Interest-only looks cheaper because it is — for a while. On the $600,000 example the IO repayment is just $2,950 a month ($609 less than principal-and-interest). But after a typical 5-year IO period you still owe the entire $600,000, now amortising over the remaining 25 years at $3,829.21 a month — $270 more than if you'd paid principal from day one. Total interest over the loan's life: about $725,764 against $681,175 — roughly $45,000 for the privilege of five cheap years. Investors do it anyway for tax and cash-flow reasons (interest is deductible on a rental, principal never is — see the negative gearing calculator); owner-occupiers rarely should.
The fortnightly trick, quantified
Genuine fortnightly amortisation saves almost nothing — the famous saving comes from a sleight of hand. Pay half your monthly repayment every fortnight and, because the year holds 26 fortnights but only 12 months, you quietly make thirteen months of repayments a year. On the $600,000 example that's equivalent to about $297 extra a month, which cuts 5 yrs 4 mos off the term and about $142,000 off the interest — from a change most budgets never feel. Any lender that lets you set your own repayment schedule lets you do this on day one.
Frequently asked questions
How are mortgage repayments calculated?
What repayments do I need for a $600,000 mortgage?
Are fortnightly repayments better than monthly?
What happens to my repayment if rates rise?
Principal-and-interest or interest-only?
What rate should I type in?
How much of my repayment is interest at the start?
Can I shorten my loan without refinancing?
Keep tallying
Assumptions
Standard amortisation with interest compounding at the repayment frequency (the usual bank quotation basis), constant rate, no fees. The engine is covered by automated accuracy tests — see the methodology. General information only — not financial advice.