Mark Zuckerberg on Taking Risks and Finding Talented People

What we’re going to do in this video is try to look at as many scenarios as we can where an object is exhibiting uniform circular motion. It’s traveling around in a circle at a constant speed, and what we want to do is think about why it’s staying on the …

What we’re going to do in this video is talk about the terms judicial activism and judicial restraint. In many videos, we have talked about how the judicial branch, one of its main powers, is to be a check on the executive and legislative branch; that it …

[music playing] JIM GREEN: We’ve been studying the dust storms of Mars for quite some time. And there’s a particular season where some of the dust storms can actually go global. Not just regional, but global. Dust storms on Mars can be absolutely enormou…

Hey, Vsauce. Michael here. And I’m at Regent’s Park in London, joined by Tom from “/Tom.” Awesome channel, check it out. This camera belongs to Tom, and Hazel is operating it right now. Yeah, that’s her giving a thumbs up, which I’m sure just looks like a…

Hello Garans, hello Paige, hi David. So, we’re talking about possession for names or words ending in the letter S. So, there’s some confusion, I think, about what to do if you’ve got to make someone’s name possessive if their name ends in an S. Like, for …

So we’re told that ( F(2) ) is equal to 12. ( F’ ) prime of ( x ) is equal to ( \frac{24}{x^3} ), and what we want to figure out is what ( F(-1) ) is. Alright, so they give us the derivative in terms of ( x ), so maybe we can take the antiderivative of t…