A mortgage offset account reduces the balance your lender charges interest on. Every dollar sitting in the offset effectively earns a tax-free return equal to your mortgage rate — better than most savings accounts and without the tax hit on interest earned.
This calculator runs a full month-by-month amortisation for both the base loan and the offset scenario. The offset balance is held constant (a conservative assumption — in practice, growing savings amplify the benefit). The chart above shows cumulative interest charged over the life of the loan, letting you see the divergence build year by year.
Why the monthly repayment stays the same
An offset account does not reduce your scheduled repayment — it reduces the interest component of that repayment. With less interest to service, more of each payment goes toward principal. That is why P&I loans pay off faster: the principal falls quicker, which reduces future interest, compounding the savings over time.
Offset vs extra repayments — what is the difference?
Mathematically, the interest reduction is identical. The practical difference is liquidity: money in an offset account can be withdrawn any time (for an emergency, investment opportunity, or renovation) without triggering a redraw fee or lender approval. Extra repayments directly into the loan principal are harder to access and, on fixed-rate loans, sometimes impossible.
How much can you realistically save?
On a $650,000 loan at 6.18% over 30 years, keeping a steady $50,000 in offset saves roughly $90,000 in interest and cuts around 3.5 years off the term. Bump that to $100,000 in offset and the savings grow to approximately $165,000 with almost 7 years shaved off.
Interest-only loans and offset accounts
Offset accounts work on IO loans but the mechanics differ. Because the principal is not reducing, the offset only cuts your monthly interest bill — it does not shorten the term. When the IO period ends and the loan rolls to P&I, the full original principal is still outstanding. Use this calculator in IO mode to model the interest cost during that period.