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

Kevin O'Leary: Harvard's Most Controversial Case Study?


less than 1m read
·Nov 7, 2024

At Harvard, why this is Kevin O'Leary building a brand in shark-infested waters? It's a Harvard case about Mr. Wonderful. I can't believe it; it's surreal. Of course, I'm honored, no question about it. The whole story is in here, the whole Mr. Wonderful story. There's a lot to learn, good, bad, and ugly; it's in the case.

Now I'm going to teach it. You should conceptualize it. First time anybody can build their own network. So with that, Kevin O, thank you very much.

All right, let's have a seat. Audience, AI helps video creators pre-test their videos. What's the revenue model? Are you going to let them try this first to prove it out?

We're the first basketball shoe brand that creates and innovates products collectively for consumers. Are you willing to move to North Dakota? If you give me $100,000, I'll be there tomorrow. The only growing concern I had was, is there something I don't know?

If you have employees, you need to check out the ERC program. Chef Wonderful, why Mr. Wonderful? Because it's cash flow that you don't have to pay back. Good to know this guy's so smart and so handsome. Go to wondertrust.com to see if you're eligible.

More Articles

View All
Doc Brown "Loved Himself Some Einstein" | StarTalk
Einstein always kind of, uh, amazes me. And it was he amazes us all, by the way. Yes, yeah, and he was just a clerk in the patent Department. Yeah, nobody knew, you know, but he’s going looking at this, and there’s a railroad station. And he spent a lot …
How to Measure to a MILLIONTH of an Inch (The Dawn of Precision) - Smarter Every Day 206
[Destin] Radius gauges. [Darryl] Yes. If anything’s missing it’s because you probably– [Destin] What are you talking about? You probably misplaced it. Hey, it’s me Destin. Welcome back to Smarter Every Day. So this is my dad, and everybody’s gonna t…
Analyzing unbounded limits: mixed function | Limits and continuity | AP Calculus AB | Khan Academy
So, we’re told that ( f(x) ) is equal to ( \frac{x}{1 - \cos(e^x) - 2} ), and they ask us to select the correct description of the one-sided limits of ( f ) at ( x = 2 ). We see that right at ( x = 2 ), if we try to evaluate ( f(2) ), we get ( \frac{2}{1…
We Are All Related
Hey, Vsauce, Michael here, and you guys are my family. Scientifically speaking, geneticists tell us that every single person on earth is, at the least, 50th cousins with everybody else on earth. It kind of has to be that way. Think of it like this—you ha…
Why I Founded an Ocean Exploration Organization
When I was growing up, Jac Kisto had a big effect on my life. Fast forward, I learned how to dive. Um, and then about 11 years ago, I bought an ocean exploration vehicle. It’s a two-man submersible that goes down 1,000 meters, and I knew that I could give…
The Most Complex Word in the English Language
What is the most complex word in the English language? At first, you might think of something long like supercalifragilisticexpialidocious, which is among the longest words of the English language. However, long does not necessarily mean complex. By compl…