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Savings Goal Calculator

NZ savings goal calculator: work out the weekly or monthly amount needed to reach a target. Factor in starting balance, interest rate, and timeframe.

By Konstantin IakovlevPublished 28 March 2026Last reviewed
Data stays on your deviceVerified formula

About this calculator

This calculator implements Sorted savings projection from Sorted (CFFC). Last consulted 28 February 2026. Verify the figures yourself by following the link.

Realistic NZ savings rate assumptions

Indicative 2026 rates
  • NZ savings account: 0.5–2.5% pa
  • Term deposit (1-yr): 5.0–5.5%
  • Conservative KS fund: ~4–5% long-term
  • Balanced KS fund: ~5–6% long-term
  • Growth KS fund: ~7–8% long-term
  • Rule of 72 (years to double): 72 ÷ rate% = years to double

Disclaimer

This calculator provides estimates for general information purposes only. Results are based on standard formulas and may not reflect your individual circumstances. Always consult a qualified professional for advice specific to your situation.

How to calculate time to a savings goal

Combine the future value of your current savings (compounded) with future value of regular contributions (annuity). Solve for time to reach the goal.

  1. 1

    Future value of current savings

    FV_principal = current × (1 + monthly_rate)^n

    Compounds at the same period as your contribution.

  2. 2

    Future value of monthly contributions

    FV_pmt = PMT × ((1 + i)^n − 1) ÷ i

    Annuity formula — sums all monthly deposits + growth.

  3. 3

    Total balance over time

    Balance(n) = FV_principal + FV_pmt

    Iterate n until balance ≥ goal.

Worked example

Inputs: $5k now + $500/mo, 5% return, goal $50k

Result: Reaches $50k in ~70 months (~5.8 years).

Frequently Asked Questions

How do I calculate how long it will take to reach a savings goal?
To calculate how long it will take to reach a savings goal with regular contributions and interest, you use the future value of an annuity formula rearranged for time. The key variables are: goal amount (FV), regular contribution amount (PMT), periodic interest rate (r = annual rate / 12 for monthly), and number of periods (n). The formula is: n = log(1 + (FV * r / PMT)) / log(1 + r). For example, saving $500 per month at 4% annual interest (0.333% monthly) toward a $20,000 goal: n = log(1 + (20,000 * 0.00333 / 500)) / log(1.00333) = approximately 37 months. Interest accelerates the timeline, especially over longer periods. Online savings calculators such as Sorted.org.nz simplify this arithmetic. Source: Sorted NZ sorted.org.nz; general finance mathematics.
What are typical NZ savings account interest rates in 2025?
As of 2025, NZ savings account interest rates vary by product type and bank. Online savings accounts (at-call) typically offer 2.5-4% per annum. Notice saver accounts requiring 32-90 days notice to withdraw typically offer 4-5% per annum. One-year term deposits at major NZ banks are currently in the range of 4.5-5% per annum. Bonus saver accounts such as ASB's Savings On Call or ANZ's Serious Saver can offer 4-5% when conditions such as making a deposit and no withdrawal each month are met. The OCR (Official Cash Rate) set by the Reserve Bank of NZ significantly influences these rates; as the OCR fell through 2024-25, term deposit and savings rates have declined from their 2023 peaks. For current rates, check interest.co.nz which aggregates NZ bank rates daily. Source: interest.co.nz; Sorted NZ sorted.org.nz.
What is the difference between a savings account and term deposit for goal saving?
Both savings accounts and term deposits earn interest, but they differ in flexibility and rate. Savings accounts are at-call or at short notice, meaning you can access your money at any time (or with short notice), making them suitable for emergency funds or goals with an uncertain timeline. Interest rates are typically lower than term deposits. Term deposits lock your money for a fixed period (e.g. 30 days to 5 years) in exchange for a higher, guaranteed rate. If you need to break a term deposit early, banks may charge a break fee or reduce the interest paid. For NZ goal-based saving, match the product to your timeline: use a savings account for goals within 1-2 years where you may need flexibility, and consider term deposits for goals with a fixed date 1-5 years away. Source: interest.co.nz; Sorted NZ sorted.org.nz.
How does KiwiSaver compare as a savings vehicle for non-retirement goals?
KiwiSaver is generally not suitable as a savings vehicle for short or medium-term goals other than a first home purchase. KiwiSaver funds are locked in and can only be withdrawn in three circumstances: reaching the NZ Superannuation qualification age of 65; purchasing your first home (subject to eligibility criteria and a minimum 3 years membership); or suffering significant financial hardship as defined by IRD. Temporary emigration and serious illness withdrawals are also available in limited circumstances. For any goal with a timeline under 5-10 years that does not involve buying a first home, KiwiSaver is unsuitable due to the lock-in restrictions. For such goals, dedicated savings accounts or term deposits are more appropriate. KiwiSaver works well as a long-term retirement savings and first-home savings tool. Source: IRD KiwiSaver rules; Sorted NZ sorted.org.nz.

Calculates how much you need to save regularly (weekly/fortnightly/monthly) to reach a savings goal by a target date, factoring in interest earned at your expected rate.

How this calculator works

Uses the future value of annuity formula: PMT = FV × r / ((1+r)^n − 1) where FV = goal amount, r = periodic rate, n = number of periods. Also calculates how long it takes to reach a goal at a given savings rate.

NZ Savings Rate Reference (2025)

High-interest savings accounts~4–5% p.a.
Term deposit 1-yr~4.5–5.5% p.a.
KiwiSaver growth fund (long-term)~7% p.a.
Inflation (factor in for long-term goals)~2.5% p.a.

Rates change frequently. Check current rates with your bank or Sorted.org.nz.

Worked Examples

Goal: $20,000 in 2 years, earning 5% p.a. interest

Need to save approximately $793/month.

  1. FV = $20,000, n = 24 months, monthly rate r = 5% / 12 = 0.4167%
  2. PMT = $20,000 × 0.004167 / ((1.004167)^24 - 1)
  3. PMT = $83.33 / (1.10494 - 1)
  4. PMT = $83.33 / 0.10494
  5. PMT ≈ $794/month

Goal: $100,000 in 10 years, earning 5% p.a.

Need to save approximately $644/month.

  1. FV = $100,000, n = 120 months, monthly rate = 0.4167%
  2. PMT = $100,000 × 0.004167 / ((1.004167)^120 - 1)
  3. (1.004167)^120 = 1.6470
  4. PMT = $416.67 / 0.6470
  5. PMT ≈ $644/month

Saving $500/month at 5% p.a. for 5 years

$34,089 accumulated after 5 years.

  1. PMT = $500, r = 0.4167%/month, n = 60 months
  2. FV = $500 × ((1.004167)^60 - 1) / 0.004167
  3. (1.004167)^60 = 1.2834
  4. FV = $500 × 0.2834 / 0.004167
  5. FV = $500 × 68.01
  6. FV ≈ $34,005

Built and maintained by Konstantin Iakovlev. Data sourced from the IRD and official New Zealand government sources.

Last reviewed: