yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The Ponzi Factor - Short Trailer


2m read
·Nov 3, 2024

When we think about the stock market, we think about money, the finance industry, businesses, and making money from investing in successful businesses. The belief is investing in successful businesses is what leads to investment profits, and there's a direct connection between the success of the underlying company and the profits investors experience. This is a reasonable idea, which is why it's in textbooks and recited by finance professionals who sell stocks and stock-related services.

However, this is not how stocks actually work. Most finance professionals have no idea where profits from stocks come from; they just assume it gets magically generated from the complexities of the market. The myth is profits from stocks are generated from the earnings and growth of the underlying companies, and when a company makes money, they share the profits with their investors.

But in practice, most public companies never pay dividends on their stocks, and when they make money—which can be millions or even billions—they keep everything. The reality is profits from stocks come from other investors who are buying and selling stocks. When an investor buys a stock for ten dollars and sells it for eleven dollars, then eleven dollars comes from another investor, someone who will then start hunting for yet another investor who will give him twelve dollars, and so on.

This is technically a negative-sum scenario for investors because they are contributing all the money, and there are fees attached to every transaction. The company that issued the stock isn't involved in these transactions, so whether the business is making or losing money is irrelevant.

This is why companies like Tesla Motors, which has lost billions since they became a public company, can still have stocks that appreciate in value. But in a situation where investors' profits are strictly dependent on money from other investors, investors can make or lose money regardless of whether the company they invested in is making or losing money.

In reality, the stock market is a massive system that shuffles money between investors. It is a system where current investors' profits are directly dependent on the inflow of money from new investors, and such a system is also known as a Ponzi scheme.

More Articles

View All
Welcome to Intro to Computer Science! | Intro to CS - Python | Khan Academy
Welcome to KH Academy’s intro to computer science course in Python! Let’s learn more about what this course has to offer. In this course, you’ll learn the fundamentals of programming, from variables to conditionals, loops, functions, and data structures.…
Dangerous Economic Policies: This Will Destroy the American Dream!
Don’t mess with the American Dream. There’s a reason people go through barbwire to try and get in here. We don’t want to set a policy up where they’re trying to get out of America. Let’s go ahead and bring in Kevin O. He’s the chairman of O Ventures and …
Dividing polynomials by x (no remainders) | Algebra 2 | Khan Academy
What I’d like to do in this video is try to figure out what ( x ) to the fourth minus ( 2x ) to the third plus ( 5x ) divided by ( x ) is equal to. So pause this video and see if you can have a go at that before we work through this together. All right, …
2015 AP Calculus BC 2a | AP Calculus BC solved exams | AP Calculus BC | Khan Academy
At time ( T ) is greater than or equal to zero, a particle moving along a curve in the XY plane has position ( X(T) ) and ( Y(T) ). So, its x-coordinate is given by the parametric function ( X(T) ) and y-coordinate by the parametric function ( Y(T) ). Wi…
Divergence intuition, part 2
Hey everyone! So, in the last video, I was talking about Divergence and kind of laying down the intuition that we need for it. You’re imagining a vector field as representing some kind of fluid flow where particles move according to the vector that they’r…
Parametric curve arc length | Applications of definite integrals | AP Calculus BC | Khan Academy
Let’s say we’re going to trace out a curve where our x-coordinate and our y-coordinate that they’re each defined by, or they’re functions of a third parameter T. So we could say that X is a function of T and we could also say that Y is a function of T. If…