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

Your online life, permanent as a tattoo - Juan Enriquez


less than 1m read
·Nov 8, 2024

[Music] [Music] All right, so let's take four subjects that obviously go together: big data, tattoos, immortality, and the Greeks.

Right, and the issue about tattoos is that, without a word, tattoos really do shout. So you don't have to say a lot, and tattoos tell you a lot of stories. If I can ask an

More Articles

View All
Tax implications of non-typical pay structures | Employment | Financial Literacy | Khan Academy
So let’s think about some of the pros and cons of self-employment. I’m going to make a column of pros and then in cons maybe a nice scary red over here. Alright, cons. I think a lot of folks, when they imagine working for themselves, they imagine, “Well…
How To Use The Content Tab
Hi, I’m Dave from Khan Academy, and I want to show you how you can preview and make assignments from right within the Teacher Dashboard. So let’s take a look at how the Content tab works. From your Teacher homepage, click into a class, and you’ll see th…
...And We'll Do it Again
Qus Gazar is lying to you in every video, even in this one, because our videos distill very complex subjects into flashy 10-minute pieces. Unfortunately, reality is well complicated. The question of how we deal with that is central to what we do on this c…
Space Station Transiting 2017 ECLIPSE, My Brain Stopped Working - Smarter Every Day 175
Five, four, three, two, one, transit. Hey, it’s me. Destin. Welcome back to Smarter Every Day. August 21st 2017. It’s Matt Whitman, it’s Trevor. We’re in the middle of Wyoming. This is a really special spot. You have to understand we’re on a reservation,…
Citing evidence in literary analysis | Reading | Khan Academy
Hello readers! The following video contains explicit content. Well, okay, not in the way you’re thinking. Uh, it doesn’t contain violence, obscenity, or profanity, or even anything that wouldn’t appear in a G-rated movie. But it will contain explicit evid…
LC natural response example
So, in previous videos, we worked out an expression for the current ( i ) in an LC circuit like this, and what we found was that ( i ) is the square root of capacitance over inductance times the starting voltage ( v_0 ) times sine ( \omega_0 t ). And ( \…