Starting Out · Lesson 7
Fees
Why a small yearly fee turns into a big gap over decades.
7 min read
A 1% yearly fee sounds tiny. Over 30 years, it eats about a quarter of the final balance — even when everything else (the contributions, the market return, the time) stays the same.
Fees are easy to underestimate. They look small on the fact sheet. But they compound year after year on a growing balance. The math doesn't care whether the fee is called a "management fee," a "platform fee," or a "service charge" — it cares about the number.
The setup
Picture two funds that hold the exact same stocks in the exact same weights — identical underlying portfolios. The only difference is the fee. Fund A charges 0.05% per year (low — typical of broad-market ETFs). Fund B charges 1.5% per year (high — typical of an actively managed fund).
Two savers contribute $200 a month for 30 years. Both earn 7% per year before fees. The fund subtracts its fee from that 7% each year:
- Fund A keeps 6.95% per year (net of the 0.05% fee)
- Fund B keeps 5.5% per year (net of the 1.5% fee)
After 30 years:
- Fund A ends near $245,000
- Fund B ends near $182,000
A gap of about $63,000 — roughly 26% of Fund A's final balance — on identical underlying portfolios. The only difference was 1.45 percentage points per year in fees.
Use the calculator below to try the math at different fee levels. Watch how the gap widens with time.
Why the gap is so large
The math is the same as the compounding from Lesson 2, just pointed against the holder instead of with them. Each year's fee gets subtracted from a balance that's been growing for years. By year 30, the fee has been taken not just out of new contributions but out of all the prior years' growth — and that compounding against the holder is what makes the gap big.
The math doesn't care whether the 1% is called a "modest management fee" or an "operating expense" or a "service charge." It cares about the number. A 1% yearly fee on a $300,000 portfolio is $3,000 a year directly — but the compounding effect over the remaining decades is much larger than $3,000, because that $3,000 doesn't get to compound back into the portfolio.
What's reasonable, what's not
Reference points for everyday investors:
- Reasonable (0.03%–0.30%): broad-market index ETFs from major issuers (Vanguard, BlackRock, BMO). The going rate for diversified coverage.
- High but defensible (0.30%–0.75%): some asset-allocation ETFs, certain niche or international funds.
- Worth scrutiny (0.75%–1.5%): most actively managed mutual funds. Long-term studies show about 80% of these lose to their benchmark over 15+ years, after fees. The fee is paid either way.
- Worth refusing (1.5%+): some legacy mutual funds, some advisor-only share classes. At this level, the fee math practically guarantees losing to the broad market over long periods.
Where to find it
Every fund publishes its yearly fee on its fact sheet. The number to look for is the expense ratio — also called the management expense ratio, or MER. It includes the management fee, administrative costs, and any operational expenses bundled into the fund. The total.
A fund's quoted past return is always after subtracting the fee. So a "7% historical return" for a 1.5% fund means the underlying portfolio earned about 8.5%, and the holder kept 7% after the fee.
The fee is guaranteed every year. The extra return isn't.
Two cases, same market
Sam picks a broad-market ETF charging 0.20% a year. Over 30 years at 7% before fees, $200 a month grows to roughly $237,000.
Alex picks an actively managed fund charging 1.20% a year, expecting the manager to beat the broad market. The fund matches the broad market before fees but loses 1.0 percentage points more to fees. Over 30 years at the same contributions, Alex ends with roughly $191,000.
Same market, same contributions, different fees. Alex paid the manager about $46,000 of final balance for a service that, on average, didn't beat the broad market.
Further reading
- The Little Book of Common Sense Investing — John Bogle. Compact case for low-cost broad-market investing. The chapter on fees walks through the same math this lesson covers, in book form.
- Where Are the Customers' Yachts? — Fred Schwed. 1940s classic on the fee structure of Wall Street, told in plain language. The specifics are dated; the underlying observation about fees and incentives is not.