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

What Would Elon Musk Work On If He Were 22?


2m read
·Nov 3, 2024

Processing might take a few minutes. Refresh later.

You famously said when you were younger there were five problems that you thought were most important for you to work on. If you were 22 today, what would the five problems that you would think about working on be?

Well, I think if somebody is doing something that is useful to the rest of society, I think that's a good thing. Like, it doesn't have to change the world. Like, you know, if you make something that has high value to people, and frankly, even if it's something like just a little game or, you know, some improvement in photo-sharing or something, if it does a small amount of good for a large number of people, that's fine. I mean, I think that's fine. Stuff doesn't need to change the world just to be good.

But, you know, in terms of things that I think are most likely to affect the future of humanity, I think AI is probably the single biggest item in the near term that's likely to affect humanity. So, it's very important that we have the advent of AI in a good way. But that is something that if you could look into the crystal ball and see the future, you would like that outcome because it is something that could go wrong.

As we've talked about many times, we really need to make sure it goes right. I think AI, working on AI and making sure it's a great future, that's the most important thing, I think, right now, the most pressing item.

So then obviously, I think in terms to do with genetics, if you can actually solve genetic diseases, if you can prevent dementia or Alzheimer's or something like that, that most genetic reprogramming, that would be wonderful. So, I think genetics might be the sort of second most important item.

And I think having a high bandwidth interface to the brain—like, we're currently bandwidth-limited. We have a digital tertiary self in the form of our email capabilities. Like, computers, phones, applications, we're effectively superhuman but we're extremely bad with constraints in that interface between the cortex and your sort of tertiary digital form of yourself. Helping solve that bandwidth constraint would be, I think, very important for the future as well.

More Articles

View All
Second partial derivative test example, part 1
So one common type of problem that you see in a number of multivariable calculus classes will say something to the effect of the following: find and classify all of the critical points of, and then you’ll insert some kind of multivariable function. So fi…
Worked example: identifying separable equations | AP Calculus AB | Khan Academy
Which of the differential equations are separable? I encourage you to pause this video and see which of these are actually separable. Now, the way that I approach this is I try to solve for the derivative. If when I solve for the derivative, I get ( \fra…
The Insane Math Of Knot Theory
Most of us tie our shoelaces wrong. There are two ways to tie a knot in your shoelaces. In one, you go counterclockwise around the loop, and in the other, you go clockwise. These two methods look almost identical, but one of these knots is far superior to…
How queer identity shapes Nat Geo Explorers | Podcast | Overheard at National Geographic
Foreign Hi, I’m Dominique Hildebrand. I’m a photo editor here at National Geographic, and I’m a co-lead of our LGBTQ Employee Resource Group. To celebrate Pride, we’re doing something special, and overheard we’re handing the mic over to two National Geogr…
How to read a document | The historian's toolkit | US History | Khan Academy
Hello David, hello Kim. So today what we’re doing is taking a look at this speech by one of my favorite Presidents, Franklin Delano Roosevelt, which he gave at his inauguration in 1933. I think what’s really important about looking at a speech like this i…
Complex exponentials spin
In the last video, we did a quick review of the exponential and what it means. Then we looked and figured out what the magnitude of an exponential is. The magnitude is equal to one. Now we’re going to look closely at this complex exponential as it represe…