"ETFs vs Paying Off Your Mortgage: The Australian Math (2026)
Should you invest in ETFs or pay off your mortgage? The maths depends on your interest rate, expected return, tax bracket, and risk tolerance. Here's the complete Australian framework with worked examples.
This is the most common personal finance dilemma for Australian homeowners, and it gets debated endlessly in every finance forum and subreddit. The honest answer is that it depends โ but not on opinions or vibes. It depends on specific numbers: your mortgage interest rate, your expected investment return, your tax bracket, your mortgage structure, and your risk tolerance.
This guide gives you the complete Australian framework, worked examples at common income levels, and a clear decision model. There is no universal right answer, but there is a right answer for your situation.
Use the Mortgage Repayment Calculator and ETF Returns Calculator to model your specific numbers.
Quick answer: At current mortgage rates (~6.0โ6.5%), the after-tax return from paying off your mortgage is a guaranteed 6.0โ6.5% return. Historical ETF returns (DHHF/VDHG) have been 8โ10% โ but with volatility. If your after-tax ETF return exceeds your mortgage rate, investing wins mathematically. If not, the mortgage wins. But the volatility of investment returns means the answer is rarely as simple as comparing rates.
The Basic Framework
The question reduces to: which action produces a higher after-tax return on each additional dollar?
Paying extra into your mortgage:
- Return = your mortgage interest rate (guaranteed, risk-free)
- After-tax: mortgage interest is not deductible on your home (only on investment properties), so the return equals the full interest rate
- Risk: zero โ it is a guaranteed return equal to your rate
Investing in ETFs:
- Return = expected ETF return after fees minus tax on investment income
- After-tax return = gross ETF return ร (1 โ effective tax rate on distributions) โ MER
- Risk: significant short-term volatility (equity markets can fall 30โ50% in a downturn)
The break-even point: If your after-tax investment return equals your mortgage rate, you are indifferent between the two options. Above that, investing wins. Below, the mortgage wins.
The Math at Current Interest Rates
Assumption: Mortgage rate 6.25%, DHHF at 9.5% gross return, 0.19% MER
Net ETF return: 9.5% โ 0.19% = 9.31% before tax
Tax on ETF returns (at 37% + 2% Medicare = 39% marginal rate):
- Approximately 2% of return comes from distributions (taxed at ~19% effective after franking)
- Approximately 7.31% is unrealised capital growth (deferred until sale)
- Annual after-tax drag from distributions: ~2% ร 19% effective rate = 0.38%
- Effective annual after-tax return: 9.31% โ 0.38% = ~8.93% (approximation โ ignores capital gains deferral benefit)
Comparison:
- Mortgage payoff return: 6.25% (guaranteed, risk-free)
- ETF after-tax return: ~8.93% (expected, not guaranteed, volatile)
Mathematically, ETFs win by approximately 2.68 percentage points at this rate assumption.
At a lower marginal rate (30%):
- Tax on distributions: ~2% ร 10% effective = 0.20%
- After-tax ETF return: ~9.11%
- Margin over mortgage: ~2.86%
If mortgage rate rises to 7.5%:
- After-tax ETF return: still ~8.93%
- Margin: only ~1.43% โ and with significantly more risk for a smaller premium
The Risk-Adjusted View
The raw math above ignores risk. Mortgage payoff is risk-free โ every extra dollar reduces your outstanding balance immediately, saving guaranteed interest. ETF investing is not risk-free โ expected returns are just that, expected. Reality varies significantly.
The sequence-of-returns problem:
If you invest extra money and markets fall 30% in the first year, you:
- Still owe the full mortgage
- Have lost 30% of the invested amount
- Now face a forced decision โ hold through the loss (ideal but psychologically difficult) or sell and realise the loss
If you paid extra into the mortgage and rates stay at 6.25%, you:
- Have a lower outstanding balance
- Are guaranteed to save interest at 6.25%
The psychological component is real. Many Australian homeowners significantly overestimate their ability to hold through a 30โ40% portfolio drawdown when their mortgage is still outstanding. Paying off the mortgage first removes the combined financial and psychological pressure.
Debt Recycling: Having Both
For many homeowners, the optimal strategy is neither pure mortgage payoff nor pure investing โ it is debt recycling.
Debt recycling is a strategy where you:
- Make extra repayments into your mortgage (reducing the non-deductible home loan balance)
- Simultaneously redraw or access a split loan facility and invest that amount
- The redrawn/split amount is now investment debt โ the interest is tax deductible
- Continue the cycle: extra repayment โ redraw โ invest โ repeat
The result: You convert non-deductible home loan debt into deductible investment debt, while building an investment portfolio. The tax deductibility of the investment loan's interest changes the math significantly.
Example:
- Extra $1,000 repayment into mortgage
- Redraw $1,000 into an investment account
- Invest $1,000 in DHHF
- The $1,000 redrawn is now investment debt โ interest at 6.25% is tax deductible
- At 37% marginal rate: after-tax interest cost = 6.25% ร (1 โ 0.37) = 3.94%
- Net cost of investment loan: 3.94%
- Expected ETF return: 9.31% before tax
- Net benefit: 9.31% โ 3.94% = ~5.37% per year on each recycled dollar
Debt recycling can significantly accelerate both mortgage payoff and investment portfolio growth simultaneously. It requires careful structuring (separate loan accounts, meticulous record-keeping) and professional advice to implement correctly โ but it is a legitimate and widely used strategy in Australia.
The Investment Property Cash Flow Calculator models investment debt scenarios. The Mortgage Repayment Calculator shows how extra repayments reduce your principal.
Offset Account vs ETF: The Practical Middle Ground
Most Australian mortgages allow an offset account โ a savings account where the balance offsets your mortgage principal for interest calculation purposes. Money in your offset reduces the interest you pay without formally reducing your mortgage balance (meaning you can withdraw it if needed).
Why offset first:
- Every dollar in your offset saves interest at your mortgage rate (6.25%) โ guaranteed, after-tax return
- The money remains accessible โ you have not locked it away
- No investment risk
- No tax complexity (unlike ETF distributions and CGT)
The offset-then-invest framework:
- Build your emergency fund first (3โ6 months of expenses in offset)
- Maintain a buffer in offset equal to 6โ12 months of mortgage repayments
- Invest additional savings in ETFs once the offset buffer is established
This framework gives you the psychological security of a full offset buffer while capturing the long-term return advantage of ETF investing for funds above the buffer level.
Decision Framework by Situation
Mortgage rate 5.5โ6.0%, marginal rate 30%, long time horizon: Investing in ETFs is likely better mathematically โ the expected return premium over the guaranteed mortgage saving is meaningful, and the tax treatment at 30% is relatively favourable.
Mortgage rate 6.5%+, marginal rate 37โ45%, mortgage close to payoff: The guaranteed after-tax saving becomes more attractive relative to the investment risk premium. Hybrid approach (offset + ETF) or extra repayments may make more sense.
Variable rate mortgage, uncertain income, young family: The certainty of reduced mortgage debt and a lower repayment obligation may outweigh the mathematical investment advantage. Financial security has value beyond the numbers.
Investment property mortgage (deductible): The debt recycling math applies automatically โ your investment loan interest is already deductible. In this case, paying down the investment mortgage is less valuable than paying down the home mortgage. Always pay the home loan first.
Approaching retirement: The closer you are to retirement, the more valuable debt elimination becomes. Entering retirement mortgage-free is a fundamentally different risk profile from entering with an outstanding balance. This consideration overrides the pure return math for many investors in their 50s.
Worked Example: 10-Year Comparison
Scenario: $500,000 mortgage at 6.25% P&I over 30 years. $1,000/month extra available. Compare: (A) extra into mortgage, (B) invest in DHHF.
Option A โ Extra $1,000/month into mortgage:
- Mortgage paid off in approximately 20 years instead of 30 (saves 10 years)
- Interest saved over life of loan: approximately $145,000
- After 10 years: outstanding balance reduced by approximately $120,000 more than standard repayments
Option B โ Invest $1,000/month in DHHF (9.3% net return):
- After 10 years: approximately $201,000 (before tax on distributions and eventual CGT)
- After distribution tax (~$3,000 over 10 years): approximately $198,000
- If sold at year 10: CGT on gain of ~$78,000 (cost base $120,000) at 50% discount, 39% rate = ~$15,210 CGT
- After-CGT proceeds: approximately $183,000
Comparison at year 10:
- Option A: $120,000 in guaranteed mortgage reduction (saving 6.25% guaranteed)
- Option B: ~$183,000 in after-tax investment proceeds
Option B is approximately $63,000 ahead after 10 years โ but carried 10 years of equity market risk to get there.
If markets returned 6% instead of 9.3% (a realistic lower scenario):
- Option B after-CGT proceeds at year 10: approximately $150,000
- Advantage over Option A: only $30,000 โ for 10 years of equity risk
Frequently Asked Questions
Should I invest in ETFs or pay off my mortgage in Australia?
It depends on your mortgage rate, expected return, tax bracket, and risk tolerance. At current rates (~6.25%), the expected after-tax ETF return (~8.5โ9% for diversified ETFs) exceeds the mortgage rate, making investing mathematically superior. However, mortgage payoff is risk-free and has psychological value. Many Australians use an offset account as a middle ground โ saving at the mortgage rate with full flexibility โ and invest above that buffer in ETFs.
What is debt recycling and is it worth it for Australians?
Debt recycling is converting non-deductible home loan debt into deductible investment loan debt by making extra repayments then redrawing to invest. At a 37% marginal rate, a 6.25% investment loan costs only 3.94% after tax โ making the spread over expected ETF returns even wider. It is a legitimate Australian wealth-building strategy but requires careful loan structuring and professional advice.
Is an offset account better than investing in ETFs?
An offset account provides a guaranteed after-tax return equal to your mortgage rate, with full flexibility (you can withdraw the funds at any time). It has no investment risk and no tax complexity. ETFs potentially provide higher long-term returns but with significant volatility. Many Australians maintain a full offset buffer first, then invest additional savings in ETFs โ capturing both the security of the offset and the return potential of equity investment.
What return does paying off a mortgage give you?
Paying extra into your mortgage gives you a guaranteed, risk-free return equal to your interest rate. At 6.25%, every extra dollar in repayment saves exactly 6.25% per year in interest โ guaranteed. Unlike share market returns, this return has zero volatility and zero tax consequence (home mortgage interest is not deductible in Australia).
General information only. Not financial advice. Always consider your personal financial situation before making investment decisions.
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Written by
Mahi PatilSoftware engineer & personal finance enthusiast ยท Melbourne, Australia
Built Dolaro.com.au to create accurate, free Australian finance tools. Invests in Australian and global ETFs and writes about the topics researched firsthand. More about Mahi โ