The fast-growing dividend wins — in year 21. Take €10,000 in a 6% yielder growing its payout 2% a year, against €10,000 in a 2% yielder growing it 12% a year. The second one does not produce more income in a year until year 13, and has not delivered more cash in total until year 21. Before that, the boring high yielder is simply ahead.
That single fact reframes the whole argument. "Growth beats yield" is true and almost useless on its own, because the answer depends on a number nobody asks you for: how many years you are actually planning for.
Where the two lines cross
€10,000 each · income only, no reinvestment · figures rounded
| Year | A · 6% growing 2% | B · 2% growing 12% | Who is ahead |
|---|---|---|---|
| 1 | €600 | €200 | A, by 3× |
| 10 | €717 | €555 | A |
| 13 | €761 | €779 | B — the annual crossover |
| 20 | €874 | €1,723 | B, by 2× |
| 21 | — | — | B passes A on total cash received |
| 30 | €1,066 | €5,350 | B, by 5× |
Read the two crossovers separately, because they answer different questions. The year-13 crossover is about the income you receive in a given year. The year-21 crossover is about every euro you have collected since the start — and it comes eight years later because A spent those first thirteen years building a lead that B then has to repay.
After that, it is not close. By year 30 the fast grower is paying five times what the high yielder pays, and still accelerating. Compounding is patient and then it is violent.
Growth does not beat yield. Growth beats yield eventually — and 'eventually' is a date you should be able to name.
The part of the model that breaks
Thirty years of 12% growth is a sentence, not a fact
Every table like the one above is really a claim about durability, dressed up as arithmetic. Twelve per cent compound dividend growth for three decades means a payout roughly thirty times larger at the end than at the start. Very few businesses have ever done it, and none of them looked certain to at the beginning.
So the honest way to use these numbers is not to pick the column you prefer. It is to ask what each one is betting on:
- The high yielder bets on stability. It needs to keep paying, roughly flat, for a very long time. Its enemy is a structural decline that eats the payout before the years accumulate — which is exactly what has happened to a string of famous high yielders.
- The fast grower bets on reinvestment. It needs to keep finding places to put its money at high returns, for decades. Its enemy is success: growth slows as the business gets large, the payout ratio drifts up, and the 12% quietly becomes 6%.
- Both are bets on the same thing — that the business is still the business in twenty years. The dividend policy is downstream of that, never a substitute for asking it.
Ask what the company earns on the money it keeps. A business reinvesting at high returns on capital should pay you little and grow fast; a business with nowhere good to put its cash should pay most of it out. The mistake is not owning one or the other — it is owning a company that hoards cash it cannot use well, or one that pays out cash it needs.
What each side looks like on a real company
Two high yielders, two compounders, taken apart the same way
The abstraction becomes obvious the moment you put four real companies beside each other. Two of these pay you well now and grow slowly; two pay you little now and have grown the payout for years. The reports below walk the same ground for each — what the business earns, what it does with what it keeps, and whether the policy fits.
Business, moat, management, the numbers, valuation and a verdict.
Your own numbers, not the textbook's
The table above uses round figures to make the shape visible. Your version has different ones: a different starting yield, a growth rate you actually believe, a horizon set by your age rather than by convention. The crossover moves a lot with all three — at 8% growth instead of 12% it arrives years later, and at a 4% starting yield instead of 6% it arrives years sooner.
What to do with this on Monday
Write down the year you expect to start spending the income. If it is inside fifteen years, the arithmetic says yield is doing more work than the internet admits, and a portfolio built entirely from 2% compounders will leave you short at exactly the moment you need cash. If it is beyond twenty, the same arithmetic says the opposite, loudly.
Most people need both, in a proportion set by that date rather than by temperament. What nobody needs is the third option that gets sold hardest: a very high yield attached to a dividend that will not survive long enough for either crossover to matter.
Frequently asked
Is dividend growth better than a high yield?
Eventually, and only if the growth is real. On the classic comparison — 6% growing at 2% against 2% growing at 12% — the fast grower does not produce more annual income until year 13, and does not catch up on total cash received until year 21. Before that the high yielder is ahead. Which one is 'better' therefore depends entirely on your horizon.
What is yield on cost, and is it useful?
Yield on cost is this year's dividend divided by what you originally paid, so it rises as the dividend grows. It is useful for seeing how an income stream has developed against the money you committed. It is useless for deciding what to buy today, because the price you paid years ago tells you nothing about what a share is worth now.
Why do high-yield companies usually grow their dividend slowly?
Because the two come from the same pot. A company paying out most of its earnings has little left to reinvest, so it grows slowly — and a company reinvesting heavily has little left to pay out, so it starts with a low yield. A high yield and fast growth together is not a bargain anyone overlooked; it usually means the market expects the payout to fall.
Can I just buy both?
Yes, and most sensible income portfolios do. The useful framing is not 'which style' but 'which decade' — hold enough yield to cover what you need to spend now, and enough growth to cover what you will need to spend in fifteen years. The split follows from your dates, not from a doctrine.