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

Lecture 8 - How to Get Started, Doing Things that Don't Scale, Press


less than 1m read
·Nov 5, 2024

Processing might take a few minutes. Refresh later.

Yeah, thanks for having me, Sam. Um, I'm Stanley. I'm the founder of DoorDash, and it's really amazing to be here because it wasn't actually that long ago where I sat in your seats. Um, I was class of 2014, graduated in CS, as well as my co-founder Andy.

Um, for

More Articles

View All
Epic Grand Canyon Hike: A 750-Mile Challenge (Part 1) | National Geographic
I’m going to be honest. I’m not sure I really like hiking that much. With a heavy pack, no trail, and no guarantee of water, it’s hard, stressful, and very slow. Sure, hiking can lead to some zen-like moments, but not so much if you’re lost, really tired,…
Half the universe was missing... until now
This episode was sponsored by KiwiCo. More about them at the end of the show. Until recently, half the universe was missing or hidden or just… undetected. And no, I’m not talking about dark matter or dark energy, which make up 27 and 68 percent of our un…
Don’t forget the “viable” part.
If you can’t get anyone to use your MVP, it’s probably not an MVP. Well, it’s not the V; we’re missing the V, which is viable. Like, basically, if it doesn’t work for anyone, yeah, how hard to argue that it’s viable? No, and like, shouldn’t an MVP— it see…
Building Product, Talking to Users, and Growing with Adora Cheung (How to Start a Startup 2014: 4)
Thanks for having me! So
Laura Overdeck on reducing math anxiety and connecting math with real life | Homeroom with Sal
We’re seeing questions come on YouTube, uh, ask Laura and I anything, and we have team members who are looking at them, and we’re going to surface, uh, them. And actually, I’ll start with a question from YouTube, and that did help. Thanks, Laura. So this…
Worked example: recognizing function from Taylor series | Series | AP Calculus BC | Khan Academy
So we’re given this expression: Is the Taylor series about zero for which of the following functions? They give us some choices here, so let’s just think a little bit about this series that they gave us. If we were to expand it out, let’s see. When n is …