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

ChatGPT Asked: What is the Most Important Principle for Investing


less than 1m read
·Nov 8, 2024

I was asked a question from chat GPT. Interesting, so I'll tell you. Although I suspect you probably can get an equally good answer from chat GPT, the most important principle is about what I call the Holy Grail of investing.

And that's about diversification. What it means is, in a nutshell, I could describe it as if you can get 10 or 15 good uncorrelated investments, you can reduce your risk by up to 80 percent without reducing your return. That means you increase your return to risk ratio by a factor of five. Risk reduction is really key.

So, uh, it's how, it's a know-how to diversify well in the area of 10 or 15 investments. If you can do that, then you will make a fortune, because making a fortune is not just a matter of the upside. It eliminates or reduces the downside so you continue to play the game.

A lot of people think that the way you make a lot of money is to come up with the best single or a few bets. That's wrong. That approach to the game will knock you out of the game. You'll have one terrible situation. Mind that what you don't know is greater than what you do know, and so the power of diversification is a really great power.

So I'd like you to understand what are you good at, what do you know, and what don't you know, and then how do you diversify well to have a good return relative to your risk. That's the most important principle.

More Articles

View All
Finding Fourier coefficients for square wave
So this could very well be an exciting video because we started with this idea of a 4A series that we could take a periodic function and represent it as an infinite sum of weighted cosines and sines. We use that idea to say, well, can we find formulas for…
Elephant's 40th Birthday Party | Making Mac a Birthday Cake | Magic of Disney's Animal Kingdom
Every day is magical. At Disney’s Animal Kingdom theme park. But for Mac, the African bull elephant, today is once in a lifetime. So today is Mac’s 40th birthday. So we are getting together a little birthday party for him. We have a birthday cake made by …
Definite integrals: reverse power rule | AP Calculus AB | Khan Academy
Let’s evaluate the definite integral from negative 3 to 5 of 4 dx. What is this going to be equal to? I encourage you to pause the video and try to figure it out on your own. All right, so in order to evaluate this, we need to remember the fundamental th…
Calculating t statistic for slope of regression line | AP Statistics | Khan Academy
[Instructor] Jian obtained a random sample of data on how long it took each of 24 students to complete a timed reaction game and a timed memory game. He noticed a positive linear relationship between the times on each task. Here is a computer output on th…
Kevin O'Leary Jamming with Rock and Roll Legend Randy Bachman
Randy Bachman is a legend in the world of rock and roll. He’s earned over 120 gold and platinum albums and singles and sold over 40 million records over his long career as both a performer and producer. CBC Music has declared November as guitar month. In …
Introducing Khan Academy’s Magical AI Tool for Teachers: Khanmigo
I am Deanna Klingman. I am a professional learning specialist with Khan Academy. Hello everyone, my name is Stacy Johnson. I lead professional learning for Khan Academy. Today, we are going to explore how Conmigo can support you and save you time. So whe…