Fee drag calculator
What a fund's yearly charge costs you in euros: the charge itself, and the growth that money would have made if it had stayed invested.
After 20 years, fund B leaves you €4,075 more than fund A.
| You end with | Paid in charges | Growth the charges never made | |
|---|---|---|---|
| Fund A 1.28% | €16,934 | €3,459 | €1,518 |
| Fund B 0.21% | €21,009 | €636 | €266 |
| No charge at all | €21,911 | — | — |
How the tool works it out
Year by year, the tool does three things. Any yearly addition goes in at the start of the year. The whole amount then grows by the return you entered. At the end of the year the charge comes off, as a percentage of what is there. It does this for fund A, for fund B, and once with no charge at all.
charge = amount × yearly cost
amount = amount − charge
Then it splits what you lose into two parts, the way the American markets regulator does: you lose the charge, and you lose the return that the charge would have earned.1 Paid in charges is all the yearly charges added up. Growth the charges never made is what is left of the gap with the no-charge amount once those charges are taken out.
As a test, the tool reproduces that regulator's own worked example: $100,000, a charge of 1% a year and an assumed 4% return, held for twenty years. The tool gives $27,832 in charges and $12,067 in growth those charges never made; the regulator writes "almost $28,000" and "an additional $12,000".1
The numbers that go in
| Number | What it is | Where it comes from |
|---|---|---|
| 1.28% | default yearly cost, fund A | Average ongoing costs of actively managed equity funds in the EU in 2024, from the European markets regulator.2 An average across funds for private and professional investors together. |
| 0.21% | default yearly cost, fund B | Average ongoing costs of equity ETFs in the EU in 2024, from the same table, so the two defaults are comparable.2 |
| 4% | default return before costs | Our choice, borrowed from the American regulator's worked example. It is an assumption, not a forecast and not a measurement. Change it; the tool takes 0% to 15%. |
| €10,000 · 20 years | default amount and period | Our choice. €10,000 is the amount the European regulator uses in its own worked case;2 twenty years is the period in the American example.1 |
| start of the year | when a yearly addition goes in | Our choice. |
| once a year | when the charge comes off | Our choice: with it, the tool reproduces the regulator's worked example. |
Why the euro figure your provider sends still does not answer the question you have — read the explainer on fees in euros.
Sources
- U.S. Securities and Exchange Commission, Office of Investor Education and Advocacy, Investor Bulletin: How Fees and Expenses Affect Your Investment Portfolio, Pub. No. 164 (2014). Our source for: the mechanism — you also lose the return the charge would have earned (p. 3) — and the $100,000 / 4% / twenty-year worked example (p. 3).
- European Securities and Markets Authority, Costs and Performance of EU Retail Investment Products 2025, ESMA50-1949966494-4065 (cover date 3 March 2026; reporting period 1 January 2015 – 31 December 2024). Our source for: average ongoing costs of actively managed equity funds and of equity ETFs in 2024 (p. 18), and the €10,000 worked case (p. 6).
How we checked. Verified 16 October 2026. The split into two parts and the worked example come from source 1, page 3; the order of the yearly steps is ours, and with it the tool reproduces that example. The two default charges come from source 2, page 18; both were read out of the report twice, independently, for our explainer on fees in euros, and the two readings agreed. The tool's own code is tested against a second, separate implementation of the same sums, on nine cases: the regulator's example, the defaults, a case with yearly additions, a single year, a fund B that costs more than fund A, two funds that cost the same, and three inputs outside the range. The numbers marked as ours are choices, not measurements. Think we got something wrong? Tell us at info@proofofreturns.com. We correct in public.
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