NOTE · IV / WEALTH BENCHMARK

Required Return:
Start with the Outcome

We do not begin by choosing 9% or 12%. We first define the capital we want to retain, the cash we need, the tax and fees we expect, and the drawdown we can tolerate. If the resulting return is unrealistic, we change the plan rather than blindly adding risk.

OUR VIEW

There is no single correct return target for every family. CPI is a purchasing-power floor, cash is a liquidity tool, and long-run growth in average Australian household wealth can be a reference for relative position. None is a complete answer. We work backwards from the family outcome, then test the result against realistic portfolio returns and tolerable drawdowns. If required return exceeds what the plan can safely earn, we change withdrawals, time, contributions or the end goal—not add unlimited risk.

01 · The thirty-second answer

A required return is not a statement of ambition. It is the output of a family balance-sheet problem.

WHERE TO START

Set the outcome before the return

Define after-tax capital, annual cash needs and the time horizon first. Without those inputs, a target return is only a wish.

WHAT TO BENCHMARK

CPI is a floor, not the whole answer

Inflation fits a purchasing-power goal. A family that wants to preserve relative wealth may also study household-wealth growth, without treating history as a guarantee.

ILLUSTRATIVE ANSWER

A 6% after-tax capital goal needs about 8.8%

In our 20-year model—with 3% inflation, 30% illustrative tax, a 1% withdrawal and 0.5% fees—required pre-tax return is about 8.84%. Change the inputs and the answer changes.

THE MAIN RISK

Destroying the plan to chase the number

A higher target is not automatically better. If a tolerable portfolio cannot earn it, extra risk can cause permanent loss, forced selling or illiquidity.

02 · What are we trying to preserve?

FLOOR

Preserve purchasing power

After tax, fees and withdrawals, remaining capital at least keeps pace with long-run living costs. This fits a family that puts stable spending and capital security first.

RELATIVE OBJECTIVE

Preserve choice

If we want to retain access to scarce housing, education, business ownership and intergenerational opportunity, household-wealth growth can be a secondary reference.

STRETCH OBJECTIVE

Improve relative position

Growing materially faster than the social reference requires more uncertain outcomes, deeper drawdowns or less liquidity. It is a choice, not an obligation.

FIVE TERMS THAT ARE NOT THE SAME

An objective is the outcome we want. Required return is what a model works backwards to. Expected return is what a portfolio may realistically earn. A hurdle helps decide whether an investment pays enough for its risk. A historical benchmark says only what happened before.

03 · What are CPI, cash and household wealth each for?

ReferenceQuestion it answersWhat it cannot do
CPIIs everyday purchasing power being eroded?It does not track scarce assets, education, housing or other families' wealth.
Cash and depositsCan near-term spending be met without selling in a downturn?Long-run after-tax return may lag inflation or relative wealth; future deposit rates cannot be locked in for decades.
Average household net worthHow quickly did an average household accumulate wealth historically?It mixes investment return with saving, pension contributions, debt repayment, housing leverage and household structure.
Wealth percentilesIf relative position matters, is the relevant threshold rising?Data are slow and still do not replace a family-specific cash-flow and risk plan.

Cash is not useless because its return is lower. It provides certainty, liquidity and time for growth assets to recover. Its weakness is long-run compounding. Growth assets offer the opposite trade-off: higher expected return with no guaranteed path. A robust plan normally needs both.

04 · What does Australian history actually tell us?

We use one directly comparable series: average net wealth per Australian household. It is a historical reference, not a portfolio return.

PeriodStarting average household wealthEnding valueNominal CAGRHow to use it
2004–2024About A$530,500About A$1,583,800About 5.62%A long reference spanning several cycles.
2014–2024About A$858,400About A$1,583,800About 6.32%More recent, but more exposed to housing and asset-price gains.

The series includes owner-occupied housing, pensions, businesses and financial assets, less liabilities. It also reflects new savings, compulsory pension contributions and mortgage repayment. It shows that household wealth historically grew faster than CPI. It does not prove that a portfolio with no new contributions will earn 5.6% or 6.3% in future.

If relative position is the real objective, a relevant wealth-percentile threshold is conceptually better than an average. Average wealth is also pulled up by wealthier households. We therefore treat 5%–6% as a reference range, not a target to pursue at any cost.

05 · How do we work backwards to required return?

Working backwards from capital growth, withdrawals, tax and fees to required pre-tax return and a risk check
First derive the return from the family outcome. Then ask whether a portfolio can plausibly provide it at a tolerable risk.
FIVE INPUTS
  1. After-tax capital growth after withdrawals
  2. Whether withdrawals are fixed, inflation-linked or a percentage of assets
  3. The actual entity and tax treatment of income and capital gains
  4. Management, platform, transaction and advice fees
  5. Time horizon, liquidity needs and tolerable drawdown
ILLUSTRATIVE FORMULA

After-tax terminal value = pre-tax terminal value − tax rate × (pre-tax terminal value − inflation-indexed cost base). We solve for the capital-growth rate, then add the pre-tax cash requirement for withdrawals and the fee allowance.

Important boundary: adding capital growth, cash yield and fees is a planning bridge, not an exact portfolio IRR. Dividends, interest, asset sales, rebalancing, credits and interim realisations can produce different tax outcomes. A fixed-dollar withdrawal requires year-by-year modelling.

06 · A$1m over 20 years: where the numbers come from

All assumptions are explicit: A$1m starting capital; 20 years; constant 3% inflation; capital realised once at the end; 30% illustrative effective tax on real capital gains; annual withdrawals equal to 1% of opening assets, A$10,000 in year one; and 0.5% fees.

Planning objectiveAfter-tax capital growthRequired pre-tax capital growthPre-tax requirement for 1% withdrawalTotal with 0.5% fees
Purchasing-power floor3%About 3.00%About 1.43%About 4.93%
Relative-wealth reference6%About 6.91%About 1.43%About 8.84%
Stretch test8%About 9.27%About 1.43%About 11.20%

The middle row says that 6% after-tax capital growth needs about 6.91% pre-tax capital appreciation. A 1% after-tax withdrawal taxed at 30% needs about 1.43% pre-tax cash return. Add 0.5% fees and the planning return is about 8.84%. It is neither a promised return nor a default for every family.

TAX IS NOT A SMALL DETAIL

At an illustrative 47% rate, the same 6% capital goal needs about 7.75% pre-tax capital growth; the 1% withdrawal needs about 1.89%; with 0.5% fees, total required return becomes about 10.14%. A statutory minimum rate is not necessarily a family's effective rate.

Australia's 2026 capital-gains reforms have passed and are intended to apply from 1 July 2027, using an inflation-adjusted cost base and a minimum-rate framework for relevant gains. Entity, transition, credit and personal application still need qualified tax advice. The 30% model is illustrative only.

07 · What does a higher return cost?

PathWhere it can winWhat it costsCommon mistake
Cash and short bondsLow volatility, known liquidity and less forced sellingLower long-run after-tax compounding and reinvestment-rate riskConfusing short-run safety with permanent purchasing-power safety
Diversified growth portfolioHigher long-run expected return and less single-asset riskMaterial drawdowns and several years below targetChanging strategy after one bad year or chasing recent winners
Concentration, leverage or illiquidityPotentially higher upsidePermanent loss, margin calls, opaque values and lock-upsAssuming a high required return justifies any risk

Sequence matters for a family making withdrawals. Two portfolios can earn the same 20-year average, yet the one that falls early may force sales and leave less capital for the recovery. A liquidity reserve and risk budget help the long-run plan survive; they are not merely a return drag.

08 · What makes the plan win or lose?

WIN

Objective, portfolio and behaviour fit

Over a suitable period, capital after tax, fees and withdrawals reaches the goal; no liquidity shortage forces sales; and drawdown remains inside the agreed risk boundary.

LOSE SLOWLY

It looks safe but falls behind

Too much long-term cash leaves after-tax return below inflation or the wealth reference that actually matters. The statement barely falls, while future choice shrinks.

LOSE QUICKLY

Risk becomes impossible to hold

Concentrated, leveraged or illiquid assets come under pressure together; the family sells at the wrong time; or tax, fees and cash needs were understated.

If required return is higher than realistic expected return

Change the withdrawal

Revisit fixed, inflation-linked or percentage-based spending before adding investment risk.

Extend the horizon

Give compounding more time and reduce pressure to realise at one fixed date.

Add capital or lower the terminal goal

Accepting a financial constraint is more dependable than assuming the market will pay more.

Redesign tax, fees and liquidity

Reduce controllable costs and keep a reserve, without treating tax structure as a risk-free return.

WHAT WOULD MAKE US REBUILD THE PLAN

A shift from growth to spending or capital preservation; a material change in withdrawal, tax, entity or fees; higher liquidity needs over the next three to five years; or a tolerable portfolio whose long-run expected return is clearly below required return. One weak year does not invalidate a 20-year plan, but changed inputs do.

09 · Sources, formula and notice

This note was updated on 2 September 2026. Wealth data are nominal average net wealth per household. Model results are illustrations, not return forecasts. The existence of tax law and its application to a family are separate questions.

Model boundary: it does not simulate market volatility, sequence risk, FX, distributions, rebalancing, tax credits or fixed-dollar annual withdrawals. Before use, it must be rebuilt around the family's cash flow, entity and tax advice rather than mechanically applying 8.84% or 10.14%.

This note is general research and information only. It is not investment, tax, legal or financial product advice, and it is not a return promise. Qualified advisers should confirm all tax structures.