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Short answer: there is no single dependable outcome without choosing a holding period and return assumptions. Using one $5,000 investment, a 0.03% annual expense ratio, 2.5% annual inflation and hypothetical gross returns of 5%, 7% or 10%, the inflation-adjusted value is approximately $6,400 to $10,100 after 10 years, $8,100 to $20,500 after 20 years, or $10,300 to $41,600 after 30 years. These are arithmetic illustrations in today’s purchasing power, not forecasts or guarantees.
Illustrative growth of $5,000 in VOO
The table below holds the assumptions constant so you can see the separate effects of compounding, the fund’s expense ratio and inflation. It assumes a single $5,000 contribution, annual compounding, no additional deposits or withdrawals, and a constant 0.03% expense ratio. The gross return columns are hypothetical inputs, not forecasts.
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| Holding period | Gross annual return assumption | Approx. net rate after 0.03% expense ratio | Approx. nominal value | Approx. value in today’s dollars (2.5% inflation) |
|---|---|---|---|---|
| 10 years | 5% | 4.97% | $8,100 | $6,400 |
| 10 years | 7% | 6.97% | $9,800 | $7,700 |
| 10 years | 10% | 9.97% | $12,900 | $10,100 |
| 20 years | 5% | 4.97% | $13,200 | $8,100 |
| 20 years | 7% | 6.97% | $19,300 | $11,800 |
| 20 years | 10% | 9.97% | $33,500 | $20,500 |
| 30 years | 5% | 4.97% | $21,500 | $10,300 |
| 30 years | 7% | 6.97% | $37,900 | $18,100 |
| 30 years | 10% | 9.97% | $86,700 | $41,600 |
Values are rounded. “Nominal” means the dollars you might see in the future without adjusting for purchasing-power changes. “Today’s dollars” discounts the nominal result by the assumed 2.5% annual inflation rate.
What the 0.03% VOO expense ratio does
Vanguard’s 2026 product listing identifies VOO as its S&P 500 ETF and shows a 0.03% expense ratio. Fund operating expenses are taken from the fund’s assets and therefore reduce the return investors receive; they are not normally charged as a separate invoice. At a constant $5,000 balance, 0.03% is about $1.50 for one year. If the balance rises, the dollar amount rises; if it falls, the dollar amount falls.
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For the illustration, the fee is represented by subtracting 0.03 percentage points from each gross return assumption: 5% becomes approximately 4.97%, 7% becomes 6.97% and 10% becomes 9.97%. In an actual fund, the expense ratio is applied continuously through the fund’s operating process, and the stated ratio can change. Check the current product listing before making a decision.
Why a small percentage matters over decades
A fraction of a percentage point may look insignificant in one year, but it reduces the amount that remains invested and can compound less in later years. The table isolates this fee from other costs; it does not claim that the expense ratio is the only difference between your contribution and your final account value.
How the inflation-adjusted calculation works
The calculation uses the net nominal rate after the assumed fund expense and then removes the effect of inflation:
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Inflation-adjusted value = $5,000 × (1 + net nominal return)^years ÷ (1 + 0.025)^years
The 2.5% figure is a hypothetical scenario input. It is not presented as an observed inflation rate or a forecast. Actual inflation can be higher, lower or uneven from year to year, which would change what a future account balance can buy.
Nominal versus real dollars
- Nominal value: the future account balance before adjusting for inflation.
- Inflation-adjusted value: an estimate of the purchasing power of that future balance expressed in today’s dollars.
- Real growth: the result of compounding the investment return while inflation erodes purchasing power.
Use nominal dollars for a brokerage statement or withdrawal amount you expect to see at that date. Use today’s dollars when comparing the result with current rent, tuition, living expenses or a retirement target.
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What these scenarios assume—and leave out
Every output in the table depends on a deliberately simple model. It assumes one initial contribution, annual compounding and a constant expense ratio. It does not add money each month, make withdrawals, or change the allocation over time. It also does not model dividend checks separately; the stated annual return is treated as the amount that compounds in the account. Taking dividends as cash instead of reinvesting them would produce a different path.
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Taxes are excluded because the outcome depends on the account type, your tax residence, income, holding period and whether you sell shares. A taxable account may create tax from dividends and realized capital gains. A tax-advantaged account can have different rules and withdrawal consequences. The 0.03% expense ratio does not include your personal tax bill.
Trading and account costs
Brokerage commissions, bid-ask spreads, and any premium or discount between an ETF’s market price and its net asset value can affect what you pay when buying or selling. Account-level charges may also apply. These costs are separate from the fund’s operating expense ratio and are not included in the arithmetic above.
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Additional contributions
Regular contributions can make the final balance much larger than a one-time $5,000 example, but their timing matters. A contribution made early has more time to compound than one made near the end of the period. To compare strategies fairly, use the same contribution schedule, return assumption, inflation assumption and fee treatment.
Independent reader supportYour contribution helps us test, update, and keep practical guides available for everyone.Why actual returns will not follow a smooth line
The scenarios apply a constant annual rate for clarity. Stock-market returns are variable: a year with a gain can be followed by a loss, and the sequence of returns matters when you withdraw money. VOO’s exposure to large U.S. companies means the investment can lose value, potentially including a substantial portion of the original contribution.
Vanguard’s historical performance figures are backward-looking measurements for stated periods. They can describe what happened, but they cannot establish the return you will earn over the next 10, 20 or 30 years. A July 23, 2025 SEC investor bulletin likewise cautions that past performance does not predict future results and that ETF investors can lose some or all of their money.
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Sequence risk near a withdrawal date
If you need the money at a fixed date, an average return assumption can hide an important risk. A large decline shortly before withdrawal can leave fewer shares to sell, even if long-term average returns later recover. A growth projection is therefore not a guarantee that the target amount will be available on a particular date.
How to build a projection for your own situation
- Set the starting amount. Enter $5,000 if that is the one-time contribution you are evaluating.
- Choose the holding period. Test the date you expect to need the money, such as 10, 20 or 30 years.
- Choose a range of return assumptions. Use more than one rate, because no single assumed return is reliable. Label each rate as a scenario, not an expected result.
- Apply the current expense ratio. For this illustration, subtract 0.03 percentage points from the gross rate. Recheck the current ratio because fund data can change.
- Choose an inflation assumption. State it next to every result. Changing inflation changes purchasing power even when the investment return is unchanged.
- Decide how dividends and contributions are treated. Specify whether returns are reinvested and whether you add money periodically.
- Subtract investor-specific costs separately. Account for taxes, commissions, spreads and account fees rather than treating them as part of the fund’s expense ratio.
- Run low, middle and high cases. Compare the range with your goal and the date you need the funds, rather than relying on the most optimistic column.
A spreadsheet implementation
For a one-time contribution, put the starting amount in one cell, the net annual return in another, the inflation rate in a third and the number of years in a fourth. The nominal formula is =5000*(1+net_rate)^years. To express that result in today’s dollars, use =5000*(1+net_rate)^years/(1+inflation_rate)^years. Format the result as currency and keep the rate cells as percentages. If you add annual contributions, use a future-value formula that matches whether deposits occur at the beginning or end of each period.
How to interpret the range without overconfidence
For a short horizon
With only a few years before you need the money, the market may not have enough time to recover from a decline. The 10-year illustrations show a wide spread because compounding magnifies differences in the assumed return, but neither endpoint describes the likely path from year to year.
For a long horizon
Longer periods allow more compounding, yet they also expose you to more market cycles, changes in inflation and possible changes in fees. The 20- and 30-year figures are useful for understanding sensitivity to assumptions, not for promising a retirement balance.
When inflation is the main concern
Compare your goal with the inflation-adjusted column. If your goal is stated in today’s dollars, a nominal account target can be misleading because the same dollar amount may buy less in the future. Recalculate whenever your assumed inflation rate or target date changes.
Practical checklist before investing or relying on a projection
- Confirm the current VOO expense ratio on Vanguard’s product page.
- Identify whether your account is taxable or tax-advantaged and understand the applicable rules.
- Check your broker’s commission policy, spread and any account charges.
- Decide whether you can tolerate a temporary or prolonged decline in a stock-market ETF.
- Keep an emergency reserve separate from money intended for a long-term investment.
- Use a range of assumptions and include an unfavorable case.
- Do not treat historical VOO performance as a forecast.
- Review the plan when your time horizon, contribution schedule or need for the money changes.
The bottom line
A $5,000 VOO investment could end at very different amounts because the holding period, return path, inflation and personal costs are unknown. Under the stated illustration, the 0.03% fund expense ratio is a modest ongoing drag, while market returns and inflation create much larger differences over time. Use the table as a transparent way to test assumptions in nominal and today’s dollars—not as a promise of what VOO will deliver.
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