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What one percentage point of annual fees actually costs

A single point on the annual charge takes 23 per cent of the final pot. Stated the way it deserves: every 1 paid in fees costs 2.43 of final wealth.

Two people save 3,600 a year for 40 years and earn 7% a year before costs. One pays 0.15% a year, the other 1.15%. At 65 the first has 738,846 and the second 567,961.

The difference is 170,885 — 23.1% of the pot — and it is entirely produced by one line of a factsheet.

Where the money goes

Low costOne point more
Total paid in144,000144,000
Annual cost0.15%1.15%
Fees paid over the 40 years13,02683,343
Value at 65738,846567,961
Difference in the final pot−170,885 (23.1%)
Identical contributions, identical gross return. One line of the factsheet differs.

Note the two numbers that do not match. The higher-cost investor pays 83,343 in fees and ends up 170,885 poorer. Those are not the same figure, and the gap between them is the whole point: every 1 handed over in extra fees costs 2.43 of final wealth, because the fee is taken before the money has finished compounding.

A charge is usually presented as a percentage of assets, which makes it sound like a small recurring cost. It is better understood as a share of the growth you never see. On these assumptions, one point of annual charge takes about a quarter of a lifetime's result.

The other illustration, also unnumbered

The same arithmetic settles the argument about starting early. One saver pays in for 10 years from 25 and then stops entirely. The other pays in for 30 years from 35 and never misses one.

StartsStops paying inYears of paymentsTotal paid inValue at 65
The early saver25351036,000405,132
The long saver356530108,000363,863
Difference-20-72,00041,269
3,600 a year, 7% a year, no fees on either side. The only difference is when the money goes in.

The early saver puts in 36,000 and finishes with 405,132. The long saver puts in 108,000 — three times as much — and finishes with 363,863, or -41,269 less. Ten years of payments beat thirty, by 41,269, on a third of the money.

This is not a trick of the example. It is the shape of compounding: what matters is not how long you pay in but how long the money is invested, and the early saver's first payment has 40 years to work while the long saver's has 30.

Why the last decade does the work

At age35455565
Paid in so far36,00072,000108,000144,000
Value (low cost)52,771155,134353,693738,846
Of which growth16,77183,134245,693594,846
Growth overtakes contributions somewhere in the second decade, and never looks back.

Of the early saver's final 405,132, 49% appears in the last ten years alone — a decade in which not one further payment is made. That is the part people abandon, because for the first fifteen years the account looks like a savings account and behaves like one.

And the number nobody adjusts

738,846 in 40 years is not 738,846 of today's money. At 2.5% inflation it is about 275,169. The real return — 7% against 2.5% inflation — is 4.39%, not 7%, and that is the figure that decides what the pot will buy.

A projection that ignores inflation is not a helpful projection. Both illustrations above are correct in cash terms and misleading in purchasing terms, and the honest way to present them is both ways at once.

What to do with this

Compare charges as a share of expected growth, not as a percentage of assets. 1.15% against 0.15% reads as a rounding difference; 23% of the final pot does not, and they are the same fact.

If you are choosing between starting now at a smaller amount and starting later at a larger one, the table above is the answer: years in the market dominate. And if you have already started, the fee line is the only input on the whole page you can change today with certainty.

Every figure here rests on 7% a year, which nobody can promise. That is why the workbook makes it an input, and why the only honest use of these numbers is to put your own in.

The workbook behind this article

Every figure above is a live formula in the companion file for Stock Market Investing for Beginners, which also has a blank sheet for your own contribution, age, return, cost and inflation. It is free, and it needs no account and no email address.

Open the companion file →

Also on this site

This note is drawn from Stock Market Investing for Beginners. The book is on Amazon.

If this book helped — or didn’t — a few lines on Amazon are worth more than they look: they are what the next reader goes on. Write a review. The workbook stays free either way.