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

Mark Zuckerberg on Taking Risks and Finding Talented People


less than 1m read
·Nov 3, 2024

And just to make this point, how far into Facebook did it actually become a company? Um, I don’t know. I think probably it

More Articles

View All
Why Do We Get Bored?
Hey, Vsauce. Michael here. Action and danger is exciting, but this is a fake gun, and the process of enlarging a hole, like the barrel of a gun, is called boring. Boring. Boring a hole is a slow process requiring repetitive movements from a tool that goe…
Roe v. Wade | National Constitution Center | Khan Academy
Hi, this is Kim from Khan Academy. Today we’re learning more about Roe versus Wade, the 1973 Supreme Court case that ruled that the right of privacy extends to a woman’s decision to have an abortion. To learn more about Roe versus Wade, I spoke to two exp…
Discovering Resilience in the Oregon high desert | National Geographic
Nature, the most powerful creative force on earth. (uplifting energetic music) I’m Chef Melissa King. Cooking has taken me to incredible places. Magical. From TV competitions and celebrity galas to countries around the world. I’m heading out to places I’v…
Why I won't be getting the Apple Credit Card...
Alright guys, so we got to have a heart-to-heart and talk about the Apple credit card and why I won’t be getting one. They know a lot of you have asked for my opinion when it comes to this, especially coming from the perspective of someone who’s a bit of …
15 Things You Didn't Know About FENDI
Fifteen things you didn’t know about Fendi. Welcome to A Luxe Calm, the place where future billionaires come to get inspired. Hello, Alexers! It’s nice to have you back for another original brand video. We love iconic luxury brands, and you don’t get much…
Variance and standard deviation of a discrete random variable | AP Statistics | Khan Academy
In a previous video, we defined this random variable (X). It’s a discrete random variable; it can only take on a finite number of values. I defined it as the number of workouts I might do in a week. We calculated the expected value of our random variable …