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Solving problems by adding a dimension Solving problems by adding a dimension 30 мин Automaton Automaton 4 мин Earth to Mars in 10 Days Earth to Mars in 10 Days 27 мин HOPE YOU'LL STAY HOPE YOU'LL STAY 3 мин Hijack Hijack 6 мин 13 most EXPENSIVE Tech Fails of all time 13 most EXPENSIVE Tech Fails of all time 24 мин Joi Joi 4 мин Тут Громко Пугают 😅 (Don't Play This) Тут Громко Пугают 😅 (Don't Play This) 26 мин Tears in the Rain Tears in the Rain 3 мин The Most Surreal Holiday Photo | Fascinating Horror Shorts The Most Surreal Holiday Photo | Fascinating Horror Shorts 1 мин Candy Games - Scott The Woz Candy Games - Scott The Woz 17 мин DeepSeek Just Made AI Memory 4x Smaller! DeepSeek Just Made AI Memory 4x Smaller! 6 мин These Are Some Wild Bodycams These Are Some Wild Bodycams 12 мин Annual Christmas mission 2024 with Welsh Greg: "Encircling Aldridge" Annual Christmas mission 2024 with Welsh Greg: "Encircling Aldridge" 38 мин How Creators Should Store and Back Up Their Content! How Creators Should Store and Back Up Their Content! 12 мин My Take on The New Apple My Take on The New Apple 12 мин Your Next Budget PC Upgrade is...Custom Watercooling?? Your Next Budget PC Upgrade is...Custom Watercooling?? 25 мин What Is the AI Security Trilemma? Smart, Fast, or Secure AI? What Is the AI Security Trilemma? Smart, Fast, or Secure AI? 10 мин AI Employees, Explained in 12 Minutes (For Business Owners, Not Coders) AI Employees, Explained in 12 Minutes (For Business Owners, Not Coders) 13 мин Someone Finally Made a Wireless Podcast Mic! Someone Finally Made a Wireless Podcast Mic! 17 мин Bankrupt - iRobot (Roomba Vacuum) Bankrupt - iRobot (Roomba Vacuum) 20 мин How old is the Earth?: Crash Course Geology #17 How old is the Earth?: Crash Course Geology #17 12 мин This Is Your Last Chance! This Is Your Last Chance! 2 мин Passkeys Stop Phishing Attacks🎣 Passkeys Stop Phishing Attacks🎣 2 мин Edgar Allan Poe's story of the Red Death - Iseult Gillespie Edgar Allan Poe's story of the Red Death - Iseult Gillespie 8 мин This Football Could End the World | Fascinating Horror Shorts This Football Could End the World | Fascinating Horror Shorts 1 мин Too Stubborn To Die: Vesna Vulović | Fascinating Horror Shorts Too Stubborn To Die: Vesna Vulović | Fascinating Horror Shorts 1 мин It Rained Shredded Meat From The Sky | Fascinating Horror Shorts It Rained Shredded Meat From The Sky | Fascinating Horror Shorts 1 мин Trust the process #shorts Trust the process #shorts 1 мин What inspired us to create Pandora’s Legacy? #shorts #puzzle #escaperoom #boardgames What inspired us to create Pandora’s Legacy? #shorts #puzzle #escaperoom #boardgames 3 мин COMPILATION: Fascinating Horror Shorts 31 - 60 | Fascinating Horror COMPILATION: Fascinating Horror Shorts 31 - 60 | Fascinating Horror 27 мин How Do Gems Form?: Crash Course Geology #7 How Do Gems Form?: Crash Course Geology #7 10 мин I Escaped the Apple Ecosystem - It Backfired I Escaped the Apple Ecosystem - It Backfired 17 мин 3 ways to choose a sunscreen #shorts 3 ways to choose a sunscreen #shorts 1 мин How has technology influenced literature?: Crash Course Latin American Literature #11 How has technology influenced literature?: Crash Course Latin American Literature #11 11 мин Do your students have big ideas? #shorts Do your students have big ideas? #shorts 1 мин The twin experiment that broke genetics research The twin experiment that broke genetics research 17 мин The illusion that broken the internet The illusion that broken the internet 10 мин Do you dare open Pandora’s box? Do you dare open Pandora’s box? 1 мин The Pi Song 4.0 (Memorize 400 Digits Of π) The Pi Song 4.0 (Memorize 400 Digits Of π) 6 мин The Kurzgesagt Situation is Insane The Kurzgesagt Situation is Insane 12 мин 3 Things We Got Wrong About The Steam Machine 3 Things We Got Wrong About The Steam Machine 1 мин What they don't tell you about iPhone What they don't tell you about iPhone 1 мин What to do if you live in the path of a volcano - Arianna Soldati What to do if you live in the path of a volcano - Arianna Soldati 6 мин Why your best ideas usually start as bad ones | Think Like A Musician Why your best ideas usually start as bad ones | Think Like A Musician 5 мин Cherry Moon Cherry Moon 4 мин Everything you need to know about BIRD FLU Everything you need to know about BIRD FLU 8 мин Volcanoes Explained: Crash Course Geology #13 Volcanoes Explained: Crash Course Geology #13 11 мин Army of Fear Army of Fear 3 мин Can a PS5 cook an egg? Can a PS5 cook an egg? 1 мин The Biggest Lie About AI The Biggest Lie About AI 6 мин

Solving problems by adding a dimension

2024 30 мин

Five geometry puzzles solved by a clever shift in perspective. Bonus video with extra puzzles: https://www.patreon.com/posts/115570453 The artwork at the end is by Kurt Bruns Thanks to Daniel Kim for sharing the first two puzzles with me. He mentioned the earliest reference he knows for the tile puzzles is David and Tomei's AMM article titled "The problem of Calissons." The idea to include the tetrahedron volume example was based on a conversation with Po Shen Lo about these puzzles, during which he mentioned the case of one dimension lower. I received the cone correction to the proof of Monge's theorem from Akos Zahorsky via email. Also, the Bulgarian team leader, Velian Velikov, brought up the same argument and just shot me a message saying, "I came across it in a book I found online titled 'Mathematical Puzzles' by Peter Winkler. There, it is attributed to Nathan Bowler" I referenced quaternions at the end, and if you're curious to learn more, here are a few options. This is a nice talk targeted at game developers: https://youtu.be/en2QcehKJd8 This video walks through concretely what the computation is for using quaternions to compute 3d rotations: https://youtu.be/-zsnHbQyRnc My own video on the topic is mainly focused on understanding what they do up in four dimensions, which is not strictly necessary for using them, but for math nerds like me may be satisfying: https://youtu.be/d4EgbgTm0Bg Also, one of the coolest projects I've ever done was a collaboration with Ben Eater to make interactive videos based on that topic: https://eater.net/quaternions Timestamps - 0:00 - Intro - 0:32 - Twirling tiles - 6:45 - Tarski Plank Problem - 10:24 - Monge’s Theorem - 17:26 - 3D Volume, 4D answer - 18:51 - The hypercube stack - 25:52 - The sadness of higher dimensions SEV#3: https://youtu.be/vXBtyYvMx24 ------------------ These animations are largely made using a custom Python library, manim. See the FAQ comments here: https://3b1b.co/faq#manim https://github.com/3b1b/manim https://github.com/ManimCommunity/manim/ All code for specific videos is visible here: https://github.com/3b1b/videos/ The music is by Vincent Rubinetti. https://www.vincentrubinetti.com https://vincerubinetti.bandcamp.com/album/the-music-of-3blue1brown https://open.spotify.com/album/1dVyjwS8FBqXhRunaG5W5u ------------------ 3blue1brown is a channel about animating math, in all senses of the word animate. If you're reading the bottom of a video description, I'm guessing you're more interested than the average viewer in lessons here. It would mean a lot to me if you chose to stay up to date on new ones, either by subscribing here on YouTube or otherwise following on whichever platform below you check most regularly. Mailing list: https://3blue1brown.substack.com Twitter: https://twitter.com/3blue1brown Instagram: https://www.instagram.com/3blue1brown Reddit: https://www.reddit.com/r/3blue1brown Facebook: https://www.facebook.com/3blue1brown Patreon: https://patreon.com/3blue1brown Website: https://www.3blue1brown.com

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