Master a formula and then learn a new one

“Master a formula and then learn a new one” is a rule for financial learning: choose a method for making money, study it, put it into practice, and seek another when the first becomes less effective. Its decisive claim is that learning speed matters because formulas can grow crowded or outdated even after they have produced substantial returns.

Definition and Principle

The rule is presented as the power of learning quickly. It begins from the analogy of a recipe: a baker follows a formula to make bread, whether the recipe is written down or remembered, and people likewise follow formulas to make money. The point is not that one recipe works for everyone, but that financial results depend in part on what a person studies and learns to do.

The narrator recasts the familiar idea that people become what they consume into the claim that “You become what you study.” Studying cooking tends to lead toward cooking; studying teaching can lead toward teaching. Applied to money, this principle makes education active rather than merely credential-based: a person’s chosen subject shapes the skills and work they are equipped to pursue.

From the Familiar Formula to a New One

The book describes the prevailing financial formula as working for money: people go to work, earn, pay bills, balance checkbooks, buy mutual funds, and return to work. This sequence is treated as a learned routine, not as the only possible way to earn or build wealth. If someone is dissatisfied with the work or income produced by that routine, the proposed response is to change the formula through which money is made.

The narrator illustrates the alternative through his own experience. At age 26, he took a weekend class on buying real-estate foreclosures. The class gave him a formula, but he emphasizes that learning it was not the same as acting on it: putting the instruction into practice required discipline. For three years, while working at Xerox, he used his spare time to master foreclosure purchasing. He says the method generated several million dollars for him, establishing both the practical value of sustained study and the difference between acquiring a method and applying it.

When Mastery Requires Moving On

The rule does not treat a successful method as permanently sufficient. By the time the narrator recounts his experience, foreclosure investing has become too slow and too widely practiced for his purposes. He therefore looks for other formulas after mastering the first one. The sequence is neither a rejection of the earlier method nor a claim that it never worked; the point is that its usefulness changed as circumstances and participation changed.

The narrator also attends classes whose material he did not directly use. He studied subjects including derivatives, commodity options, and chaology, sometimes alongside participants with doctorates in nuclear physics and space science. Even when he did not apply a class’s information as a ready-made investment method, he says he learned things that made his stock and real-estate investing more meaningful and lucrative. He also points to junior and community colleges as places to begin studying financial planning and traditional investments.

Learning Speed and the Rule’s Significance

The rule culminates in a distinction between what a person knows and how quickly that person can learn. In a rapidly changing world, previously acquired knowledge can become old; learning quickly is valuable because it enables people to search for faster formulas rather than remain bound to one method. The narrator connects that ability to his continuing education and to his claim that he can sometimes make more in a day than many people make in a lifetime.

The advice therefore joins patience with adaptation. Mastery requires time and discipline, as the three years spent learning foreclosure investing demonstrate, but mastery is not an instruction to cling to the same approach indefinitely. The rule’s financial ideal is a repeating cycle: study a method, put it to work, learn from the result, and continue learning when a new formula may serve better.