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The Fibonacci Sequence and Experies with Learning | Nate Young | TEDxYouth@Conejo 

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The Fibonacci sequence is full of surprises, and if you play with it long enough, you may well find something new. That's what Nate did, with a few interesting properties after multiplying consecutive terms of the sequence to create a new one. What happens after you find something like that? He wants to attempt to answer that. Nate speaks about what happens when you have a particular kind of epiphany: when you find a mathematical truth you've never heard before.
When Nate’s not buried in homework, he enjoys computers, writing and games. When he is buried in homework, he enjoys math and computer science. Nate plans to major in game development or computer science in college and build games that people will enjoy and that will inspire.
This talk was given at a TEDx event using the TED conference format but independently organized by a local community. Learn more at ted.com/tedx

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31 июл 2024

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Комментарии : 29   
@tastes-like-straberries
@tastes-like-straberries 5 лет назад
The explanations went just above my head
@alingkinai7520
@alingkinai7520 7 лет назад
Nate Young is so young..
@amritdhillon5522
@amritdhillon5522 5 лет назад
My favorite tool to use in trading!
@Ferexes
@Ferexes 7 лет назад
go Nate!
@woblogs2941
@woblogs2941 3 года назад
Lots of new things I learned nice session
@chrisg3030
@chrisg3030 8 лет назад
I adapted the Cassini identity to your Fibonacci Product sequence and got (FP(n-1)FP(n+1))-(FP(n))^2 = (FP(n))((-1)^n). For example (6*40)-(15^2) = 15, (15*104)-(40^2)=-40
@chrisg3030
@chrisg3030 8 лет назад
Ignore that pesky line.
@paulconaway3283
@paulconaway3283 4 года назад
I played with a computer and discovered that you can pick any two numbers as the seed for a Fibonacci sequence. Even numbers that are hundreds or thousands or more apart. As you proceed with the sequence the ratio will always converge to Phi. It may take hundreds of steps but the ratio will always converge.
@paulconaway3283
@paulconaway3283 4 года назад
P.S. it is easy to do with Python using the unlimited precision capability
@No-oneInParticular
@No-oneInParticular 5 лет назад
pretty cool!
@3GChannel321
@3GChannel321 4 года назад
i love fibonacci,. i use it for trading and it's work
@JungleFeverForOShea
@JungleFeverForOShea 5 лет назад
Should of made the vid one second longer
@arlenellaban6977
@arlenellaban6977 4 года назад
11:23
@Mennito.31
@Mennito.31 3 года назад
Should have, not should of...
@sunjiayin4387
@sunjiayin4387 7 лет назад
Calculus King
@Caligari...
@Caligari... 4 года назад
Not Wolfeyes !
@secretiveshash7815
@secretiveshash7815 3 года назад
1:20. ARE YOU LISTENING SCHOOLS
@alexrodriguez9520
@alexrodriguez9520 5 лет назад
I got the tattoo
@mindripperful
@mindripperful 5 лет назад
This.was.nothing..like...spirit.....science........
@rik-keymusic160
@rik-keymusic160 Год назад
I question, who or what made the number 0 pop to nr. 1 and then another 1… it’s like suddenly adam and eve arises and the rest is history but where or what did that and why? 🤔 because without the first 2 number’s there’s only nothingness 🤷
@shawnartero
@shawnartero Год назад
Light
@shawnartero
@shawnartero Год назад
Genesis 1:3
@lexer-_-1691
@lexer-_-1691 5 лет назад
E
@cameliadumbrava1206
@cameliadumbrava1206 4 года назад
1336
@Haddonfield63
@Haddonfield63 4 года назад
2358134711
@khushboothaware1939
@khushboothaware1939 7 лет назад
Its gud
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