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

Ray Dalio & Bill Belichick on Picking People: Part 1


2m read
·Nov 8, 2024

So, picking people, that's what we're on. Tell me about it.

Well, I think that's the number one thing, is to try to get it right on the way in the door. Um, and you know, understanding what you need, um, and what you're looking for. So, um, as we like to say, um, if you don't know where you're going, any road will take you there.

So, we try to define the path of what we're looking for in terms of the traits, the athletic qualities, the competitiveness, and so forth, um, know by position to identify that, and then try to select those people that we feel like will fit into our culture and into our program.

Um, because it's so hard to change them if they don't have those qualities. It's really hard to, uh, you know, you can mold a little bit, but it's hard to fundamentally change selfish to unselfish, as an example. So, um, that's really the selection part of it that is really important for us at the beginning.

And, um, in our business, we start with 90 players, uh, and then we go to 53. So, 37 players get fired every year. Um, and one of the things that I learned from Jack Welch, uh, one of his great axioms was treat them the same way on the way out as you treat them on the way in.

You're happy to have them on the way in, you love them on the way in. If it doesn't work out, you feel the same way about them on the way out. I mean, unless there's been some extraordinary circumstance. But sometimes it just doesn't work out where you have to move on, and it's probably your fault as much as it is anybody else's because you didn't select the right person.

But in the end, you know, we move on and treat them the same as the way in, as a way out. But the selection process at the beginning really is the key to, I think, building the culture and building the organization that you want.

More Articles

View All
Expected value of a binomial variable | Random variables | AP Statistics | Khan Academy
So I’ve got a binomial variable ( x ) and I’m going to describe it in very general terms. It is the number of successes after ( n ) trials, where the probability of success for each trial is ( p ). This is a reasonable way to describe really any binomial …
The Largest Black Hole in the Universe - Size Comparison
The largest things in the universe are black holes. In contrast to things like planets or stars, they have no physical size limit and can literally grow endlessly. Although, in reality, specific things need to happen to create different kinds of black hol…
Easy Photography Life Hack!
Okay, I just learned the greatest life hack. If you see something that you want to take a picture of, but you left your phone at home, don’t worry. Just do this: blindfold yourself for like 30 minutes, and then stare at what you want to take a picture of …
Why is the tech industry in the SF Bay Area?
Is there a specific reason, or was there specific events that occurred which has created this strength or grip that the Bay Area has when it comes to technology? I don’t think it is a path dependent history. In other words, I don’t think that Silicon Vall…
15 Powerful Books That Make You Smarter
Picture this. Okay, you come home from work, you make yourself a delicious dinner, and then you’re left with an entire evening that you can spend as you like. But how you spend that evening can either leave you with some hours wasted on small unimportant …
Verifying inverse functions by composition | Mathematics III | High School Math | Khan Academy
[Voiceover] Let’s say that f of x is equal to x plus 7 to the third power, minus one. And let’s say that g of x is equal to the cube root of x plus one, the cube root of x plus one, minus seven. Now, what I wanna do now is evaluate f of g of x. I wanna …