How to Get Started, Doing Things that Don't Scale, and Press (How to Start a Startup 2014: 8)

[Voiceover] So, let’s do some practice problems on Khan Academy exercises that make us rewrite an addition problem so that we can get them to rounder numbers. Numbers that might be multiples of 10, or multiples of 100. So, let’s see here, I have 63 plus…

JEFF: Wow. Okay. Yeah. It’s a lot tougher to see. Just trying to keep the feet straight. This is a lot right now. I’m trying to keep my footing, trying to let the rope out at the right speed. And I’m trying to not think about falling to the bottom. Like I…

There ain’t no one here but us people. If you think of the set of physical transformations that can be brought about and can’t be brought about, of the ones that can be brought about, the overwhelming majority—and again, that’s an understatement—can only …

Arthur schopenhauer, a profound and often provocative German philosopher, remains one of the most influential thinkers. His philosophy, deeply rooted in pessimism and realism, offers a unique lens through which to view human existence, society, and the na…

You know I came out here earlier and they didn’t clap as loud, so it’s pretty obvious why they were clapping loud this time. That was for you. Um, all right, I don’t have any songs for you. I just came in a few minutes ago, and Jack was here playing a son…

The geometric sequence ( a_i ) is defined by the formula where the first term ( a_1 ) is equal to -1⁄8 and then every term after that is defined as being so ( a_i ) is going to be two times the term before that. So, ( ai ) is ( 2 \times a{i-1} ). What is…