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

Unlocking the Eyes | Explorer


less than 1m read
·Nov 11, 2024

[Music] What boggles my mind about the eye is everything. But I'm really, really excited by the advances in technology made possible by research, not just into the eye, but into how natural selection caused it to be what it is. The next few decades are going to be really exciting ones for eye research.

Eyes and survival are related because survival is all about the relationship between a creature and everything else—the outside world: predators, prey, potential mates. The eye is one of the most complex conduits between those two things: the outside world and the creature who not only wants to survive but wants its kids to survive, its species to survive.

The animal eye that I love the most? Goat eyes! I mean, as soon as you hear for the first time about the rectangular shape of their pupil, you go, “I don't believe it,” or “It's not going to be as cool as it really is.” But then you look it up, and you're like, “Come on, goats!” But it's true—very, very evolutionarily helpful to goats.

It's important to learn about how other eyes work because, well, one, just the joy of learning new things about the world, but two, we can learn more about how to take things into our control. Nature has done a lot to help us evolve eyes that work for us—other animals have done the same. But what comes next? Should we see more? Can we see more? And the ways those are going to help the quality of our lives and the quantity of each of our lives is really fascinating.

More Articles

View All
Limits of trigonometric functions | Limits and continuity | AP Calculus AB | Khan Academy
What we’re going to do in this video is think about limits involving trigonometric functions. So, let’s just start with a fairly straightforward one. Let’s find the limit as X approaches Pi of sine of x. Pause the video and see if you can figure this out…
RC natural response derivation (2 of 3)
Now what I want to do for the RC circuit is a formal derivation of exactly what these two curves look like, and then we’ll have a precise definition of the natural response. Okay, what I want to do now is real quick draw our circuit again. There’s R, the…
How Much Does a Shadow Weigh?
Hey, Vsauce. Michael here. And I’m sure that we all love to have fun with hand shadows, but how much does a shadow weigh? It might sound like a silly question, because it is. I mean, a shadow cannot be put on a scale and weighed. But the material that it…
Proof for the meaning of Lagrange multipliers | Multivariable Calculus | Khan Academy
All right, so last video I showed you guys this really crazy fact. We have our usual setup here for this constrained optimization situation. We have a function we want to maximize, which I’m thinking of as revenues for some company; a constraint, which I’…
How to sell 2 corporate jets worth a combined value of $85,000,000.
I need two planes. First of all, one that can do real long distance. I’m talking 12 hours, either a 6,000, 6,500, 7X, 8X, or a 650. Okay, if I buy a 6,000, on top of that, it could be another 25 million. So, both put together would be 85. The other optio…
Mark Zuckerberg : How to Build the Future
Welcome to How to Build the Future Today. Our guest is Mark Zuckerberg. Uh, Mark, you have built one of the most influential companies in the history of the world, so we are especially excited that you are here. I’m not sure where to go from there. Um, wh…