Mortgage stress test calculator (2026)
What happens to your repayments if rates rise? Below is your loan stress-tested against +0.5%, +1%, +2%, the APRA-mandated +3% buffer, and a "historical norm" +4% scenario. The figures are computed against the loan parameters in your URL — edit them via the form below or the address bar.
Your scenario
Loan: $700,000. Current rate: 6.35%. Term: 30 years. Base monthly repayment: $4,356.
The APRA scenario
Australia's banking regulator requires lenders to assess every loan at 3 percentage points above the offered rate. For your scenario, that means $5,810 per month at 9.35% — an extra $17,446 per year compared to your current rate. To "comfortably" service that repayment using the 30%-of-gross-income rule of thumb, you'd need household gross income around $232,381.
What if your income drops?
Rate rises aren't the only stress vector. A 10% income drop is roughly equivalent to a 0.7-1.0 percentage point rate rise. A 20% drop is roughly equivalent to +1.5 to +2.0 percentage points. The point of stress-testing isn't to find a single breaking number — it's to map your buffer in both directions.
Your loan should be survivable across at least the +3% APRA scenario at your current income, and the current rate at 80% of your current income, simultaneously if at all possible. Households outside both buffers are the ones AIHW research identifies as most likely to fall into mortgage stress during cycles.
Want a fuller picture?
How is this calculated?
The standard amortisation formula: M = P × r(1+r)n / ((1+r)n − 1), where P is the principal, r is the monthly rate (annual / 12), and n is the total number of monthly payments. Each scenario re-solves M against a different r. The same formula sits behind every Australian home loan calculator including ASIC Moneysmart.