NZ Mortgage Repayment Holiday Calculator
Calculate the true cost of pausing mortgage payments in New Zealand — interest accrued, new loan balance, and the permanent increase in your monthly repayment after the holiday. Compares all five major NZ banks' rules, interest-only alternative, hardship vs planned holiday processes, and long-term cost scenarios. All figures in NZD.
Each NZ bank has slightly different rules for repayment holidays. Use this table to compare and select your bank for specific details.
| Bank | Max Holiday | Key Eligibility | Credit File |
|---|---|---|---|
| ANZ | 6 months | Up to 6 months. Must be up to date on payments. Available for owner-occupied and investment. | Properly arranged holiday should not affect credit file — marked as approved arrangement |
| ASB | 6 months | Up to 6 months. Must have made at least 12 months of repayments. Contact home loan team. | No negative credit file impact if correctly arranged |
| BNZ | 6 months | Up to 6 months. Assessment on a case-by-case basis. | Approved holidays not reported negatively |
| Westpac NZ | 3 months | Up to 3 months standard. Up to 6 months in hardship situations. | No negative credit reporting for arranged holidays |
| Kiwibank | 6 months | Up to 6 months. Must be current on repayments and have sufficient equity. | Approved repayment holidays not reported as arrears |
A 6-month repayment holiday on a large NZ mortgage can add significant costs. See the full long-term impact compared to no holiday.
Payment stays at NZ$3,376/mo
Loan paid off on schedule
Interest added: NZ$16,250
Payment increase: +NZ$138/mo
| Holiday Length | Interest Added | New Balance | New Monthly | Monthly Increase |
|---|---|---|---|---|
| 1 month | NZ$2,708 | NZ$502,708 | NZ$3,399 | +NZ$23 |
| 2 months | NZ$5,417 | NZ$505,417 | NZ$3,422 | +NZ$46 |
| 3 months (yours) | NZ$8,125 | NZ$508,125 | NZ$3,445 | +NZ$69 |
| 4 months | NZ$10,833 | NZ$510,833 | NZ$3,468 | +NZ$92 |
| 5 months | NZ$13,542 | NZ$513,542 | NZ$3,491 | +NZ$115 |
| 6 months | NZ$16,250 | NZ$516,250 | NZ$3,514 | +NZ$138 |
How to Use This NZ Repayment Holiday Calculator
Enter your loan balance, interest rate, current monthly payment, and the number of months you want to pause repayments. The calculator shows the interest that accrues during the holiday (added to your loan), your new balance, and the increased monthly payment after the holiday ends.
Before Taking a Repayment Holiday
- Contact your bank at least 1–2 weeks before payments are due — never simply stop paying
- Ask your bank about interest-only periods as a lower-cost alternative
- Check whether you qualify — most banks require at least 12 months of repayment history
- Understand the clawback of capitalised interest — your balance grows during the holiday
- If in genuine financial hardship, ask specifically about the hardship team — different rules and more options apply
The Pro tier compares all five major NZ banks' rules, credit reporting implications, and four alternative options to a full holiday that may achieve the same cash relief at lower total cost.
The Formula
Interest Accrued During Holiday:
= Loan Balance × Monthly Rate × Holiday Months
New Balance After Holiday:
= Original Balance + Interest Accrued
New Monthly Payment (after holiday):
= New Balance × r × (1+r)^n / ((1+r)^n − 1)
where r = monthly rate, n = remaining months − holiday months
Payment Increase = New Monthly − Original Monthly
Interest-Only Alternative Payment = Balance × Monthly Rate
During a repayment holiday, interest accrues daily on the full outstanding balance. This interest is capitalised (added to your loan) at the end of the holiday. Because your new balance is higher and you have fewer months remaining, your post-holiday payment will be higher than before. The longer the holiday, the larger the increase.
Example
Tim and Claire — 3-Month Holiday on $520,000 Loan in Wellington
Tim is taking a 3-month sabbatical and wants to pause mortgage payments. Their loan is $520,000 at 6.8% with 24 years remaining.
| Loan Balance | $520,000 |
| Interest Rate | 6.8% p.a. |
| Original Monthly Payment | $3,612/mo |
| Holiday Length | 3 months |
| Monthly Interest | $520,000 × 6.8% ÷ 12 = $2,947/mo |
| Total Interest Accrued (3 months) | $8,840 |
| New Balance After Holiday | $528,840 |
| New Monthly Payment | $3,679/mo (remaining 21yr 9mo) |
| Payment Increase | +$67/mo |
| Alternative: Interest-Only 3 months | $2,947/mo — saves $665/mo vs full payment |
| Tim's decision | Interest-only — saves $8,840 in capitalised interest |
Tim switched to interest-only for 3 months instead of a full holiday. He paid $2,947/mo instead of nothing, but avoided $8,840 in capitalised interest and the permanent payment increase of $67/mo.