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What interest rate the government pays

The average rate, market rates, why they differ, and a fuller calculator.

What interest rate is the government paying?

On its existing borrowing: about 3.5% in 2025/26

The 2026 Treasury documents used here do not give a single average rate, so this is calculated. Interest on core Crown financial liabilities in 2025/26 ($8.70 billion, unaudited) divided by average core Crown borrowings over the year ($247.9 billion, the average of 30 June 2025 and 30 June 2026) is 3.51%.[43][10][9] Using borrowings at the start or the end of the year instead gives 3.6% or 3.4%. Core Crown borrowings are all of the core Crown's debt obligations, including settlement deposits that banks hold with the Reserve Bank.[28]

For government bonds alone, interest expense divided by the average value of bonds gives about 3.9%.[20][21][19] The accounts give this only for the whole Crown, not the core Crown, so it is a cross-check rather than a like-for-like figure.

Market rates for 10-year bonds

The 10-year government bond rate averaged 4.6% over April to June 2026, the latest actual figure in Treasury's update.[63][48] Over the whole 2025/26 year it averaged 4.5%. Shorter-term rates were lower over the year: 3.8% for 5-year bonds and 2.7% for 90-day bank bills.[49][51][52] Treasury also says: Since the completion of the fiscal forecasts, interest rates have risen.[46]

New Zealand Debt Management (NZDM) sells new bonds at regular tenders. At its tender on 29 October 2026, the April 2037 bond (about 10 and a half years to run) sold at an average yield of 4.99%. On 22 October 2026 the May 2036 bond sold at 4.99%.[98][99] The Reserve Bank's daily 10-year rate could not be checked, so it is not shown (see what is left out).

Bar chart of the average 10-year government bond rate in the April to June quarter: 2017 2.9%, 2018 2.8%, 2019 1.8%, 2020 0.8%, 2021 1.7%, 2022 3.7%, 2023 4.3%, 2024 4.7%, 2025 4.6%, 2026 4.6%. A dashed line over the 2026 bar marks 3.5%, the average rate on core Crown borrowing in 2025/26. 10-year bond rate, April to June average, % 2.9 ’17 2.8 ’18 1.8 ’19 0.8 ’20 1.7 ’21 3.7 ’22 4.3 ’23 4.7 ’24 4.6 ’25 4.6 ’26 Core Crown average rate, 2025/26: 3.5%

Why the average rate differs from market rates

These are general explanations of how government borrowing works, not statements from Treasury.

The annual accounts show the effect of older, lower rates. At 30 June 2026 the market value of government bonds (whole Crown) was $172.2 billion, against $177.1 billion in the accounts. Treasury says the difference is due to an increase in market rates since issuance.[18][19][22]

How fast bonds are replaced

Treasury forecasts repayments of $106.3 billion of market government bonds and $134.0 billion of new bonds (face value) in the five years to June 2031.[53][54] The new borrowing page shows these by year, next to the bonds already on issue that fall due.

How much the forecasts depend on interest rates

Treasury estimates how much the government's interest costs, and the interest it earns, would change if interest rates were 1 percentage point lower. It says the sensitivities are broadly symmetrical, so a 1 point rise would change them by roughly the same amounts in the other direction. "Net effect" is the change in the operating balance (revenue minus expenses); a plus means a larger surplus or a smaller deficit.[55][56][57][58]

Rates 1 point lower, $bInterest costsInterest earnedNet effect
2026/27−0.56−0.51+0.05
2027/28−0.89−0.46+0.43
2028/29−1.17−0.48+0.69
2029/30−1.42−0.57+0.85
2030/31−1.63−0.58+1.05

Treasury's estimates cover the external exposures of NZDM (Treasury's debt management office) and the Reserve Bank together, so they are not exactly the same scope as core Crown finance costs.[58]

Try it: what if the rate changed?

0% 3.5%
average rate
2025/26
4.99%
Apr 2037 tender
29 Oct 2026
8%

Yearly interest on core Crown borrowings of $256.8 billion (30 June 2026):

Per person a year: . Per day: .

For comparison only, not the interest bill: the same rate on net core Crown debt of $186.8 billion gives

Change in borrowing

Yearly interest on it at the rate above: $0

This is a simple illustration, not a forecast: yearly interest = rate × amount.