One million in 40 years with 150 euros monthly: the calculation that divides
A calculation is circulating these days through financial forums: 40,000 euros initial plus 150 euros monthly for 40 years at 7% annually yields close to one million euros. The question that sparked the debate is simple: is it realistic? The short answer is that the math checks out, but reality has more facets than it seems.
The 7% historical rate: fact or dogma?
The 7% annual rate is not an invention. Historically, US equities have hovered around this figure. Some argue it is perfectly achievable and the issue is not the calculation, but patience: "people want to be millionaires overnight," summarizes one participant. But the nuance is important: that 7% is a historical average, not a guarantee. In 40 years, there will be deep crises, and more than one person will have sold at the worst moment.
Another recurring argument is inflation. One million in 40 years does not buy the same as today. According to one participant, with an average inflation of 3%, that million would equate to about 300,000 euros today. The figure remains attractive, but nowhere near the jackpot some imagine. The solution pointed out by several: increase contributions with inflation to maintain purchasing power.
The problem of volatility and fees
A constant 7% over 40 years is a simplification. Markets do not rise in a straight line. There are years of +28% and years of -40%. One participant summarizes: "indices are much less volatile than companies and much less likely to go bankrupt." True, but that does not eliminate downturns. Another issue often overlooked: fees. Index funds have low fees, but not zero. Subtracting them from 7% reduces the final result.
The choice of product also matters. The VWCE (Vanguard FTSE All-World) is mentioned as an example of a global ETF. The advantage of a global index is diversification: you are not betting on a single country. But even the best indices can go decades flat. Japan is the classic example: its Nikkei index took more than 30 years to recover the level prior to the 1980s bubble.
And retirement? The 4% rule
Compound interest serves not only to accumulate. It also serves to withdraw. The famous 4% rule suggests you can withdraw 4% annually from your capital without depleting it over 30 years. With one million, that is 40,000 euros a year. Enough? It depends on each person's expenses. For many, it is a complementary pension, not a golden retirement.
The debate shifted to the public pension system. One participant is clear: "putting everything into the S&P 500 historically has yielded much more than putting it into the Spanish Social Security system." It may be true, but it also implies assuming risk. Public pension is a right, not an investment. Comparing the two is misleading.
The human factor: patience as an asset
The biggest enemy of compound interest is not the market. It is the investor. Holding 40 years without touching the money requires a discipline very few possess. "It is as easy to become a millionaire slowly by leveraging compound interest as to mess up completely quickly by lacking patience," states a comment. Psychology plays a key role: seeing 40% drops and not selling is harder than it seems.
The conclusion is that the calculation is mathematically correct, but optimistic in its assumptions. The constant 7%, without inflation, without fees, and without crises is an ideal scenario. Reality will be more irregular. Nevertheless, for those who can afford to set aside 150 euros monthly for decades, compound interest remains one of the best tools to build wealth. It is not magic, it is time and discipline.
Is it worth it? It depends on whether you are willing to wait 40 years to find out.
Summary of a discussion on Burbuja.info - Foro de economía, actualidad y política., translated from Spanish and reviewed before publication.
Read the full discussion (126 replies).