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(Recommended)Popular Videos : [TED] The magic of Fibonacci numbers | Arthur Benjamin

 

This time, I will review the popular YouTube videos.

These days, even if it's good to watch on YouTube, sometimes people skip it or don't watch it if it's too long.

When you watch Youtube, do you scroll and read the comments first?
To save your busy time, why don't you check out the fun contents, summary, and empathy comments of popular YouTube videos first and watch YouTube?
(Recommended)Popular Videos : [TED] The magic of Fibonacci numbers | Arthur Benjamin
https://www.youtube.com/watch?v=SjSHVDfXHQ4

 


 

Summary Comments : [TED] The magic of Fibonacci numbers | Arthur Benjamin

Ni********:
Happy New Year 2020 to all Pi (π) lovers. Each and every book may help you to learn something as you are seeking. Even a piece of papers laying on foot path may encourage you to success your dream as ATTENTION is the key to success of life. Guys I am going to say that as per Greek alphabet value of Pi (π) is 3.14 and its place in the alphabet is 16. But the origin of the Pi(π)= 22/7 is correct.
Now I am planning to publish a book about π, 0(Zero) and numbers. But due to unavoidable circumstances, I can not do that. I have been researching on this topic since 2013. Due to lack of proper guidance and qualification it is not possible to research under an university. If some one willing to help in this regards I shall try my best to proof the origin of Pi (π) & 0 (Zero) and its relation to all.
A sample example is given below.
5 x 1 = 5
5 x 2 = 10
5 x 3 = 15
5 x 4 = 20
5 x 5 = 25
5 x 6 = 30
5 x 7 = 35
5 x 8 = 40
5 x 9 = 45
5 x 10 = 50
Total = 275

275÷ 5 = 55 ÷ 70
= 0.7857142857...... x 4
= 3.142857142857....
Note : The calculation has been done as per my research process.

Regards
Nilmani Ray
Guwahati, India
Email : *****@email.com

 

 

Playtime Comments : [TED] The magic of Fibonacci numbers | Arthur Benjamin

ja********:

IM WEARING A GOLDEN SPIRAL T SHIRT NOW!!!
I wanna celebrate the golden spiral on this day! 11/23/(20)58 13:21:34(military time)


se***********:

at 3:20 he missed a pattern that arises too: 6+15 = 21; 15+40 = 55; 40+104 = 144; all these are fibonacci numbers separated by 2 distances on the series: 21,34,55,89,144...


 


 

Top Comments : [TED] The magic of Fibonacci numbers | Arthur Benjamin

Un********:

Learned more in a 6 minute talk then 4 years of math, and I enjoyed this


Co**********:
John Abruzzi Approves.
Hello Prisonbreak lovers!

Nu*******:
The golden rotation!!

We****:

This should happen in our schools... someday someone will learn this hopefully :)


Al************:
I love the way he says and explain.
A MathLover

Wi*******:
His excitement is so contagious!!! It's amazing...

ay*********:
i got goosebumps... and i got this sincere smile i sometimes get while watching my favorite cartoons or tv shows... over a video about fibonacci numbers. thanks ted

Vi*************:
The Fibonacci numbers were actually discovered by Pingala as Mantra Meru

Su******:
懐かしい…フィボナッチ数列だいすき

Ma*************:
1st time in history that I understood math! Omg! And it was so easy and fun. I like it! Never is to late to learn.

Ma*********:
When mathematics takes your breath away to such an extent that you sound like you have chronic bronchitis when you talk

ja****:
yo thanks Arthur, never heard of fibonacci growing up and this is fascinating. i failed calculus twice and barely passed my statistics. anything with numbers i get frustrated and then I get angry. Broke my knuckles few times when studying for statistics..
but this video man..ima take notes and show this to my 8 year old cousin and make sure he doesn't end up like me. thanks a million you saved a child.

DR******:

Man I swear Arthur Benjamin is just a bundle of joyfulness and maths, what a guy


Br******:
Interesting, this helped me get a better understanding of everything I was learning back in school but it did it within a blink of an eye really was some interesting piece of information that I can now use to crush Forex.

WM********:
This is one example of a Ted Talk which just stops. It should have gone on for at least another hour!

my**********************************:

Arigato Gyro


Tr*************:

I am not the biggest fan of math, mostly because my brain just cant comprehend it, but i couldn't stop smiling throughout this video. I knew maths could be beautiful, but it's so rare i can comprehend its beauty.


op******************:

I wish I had this guy as my math teacher. He actually makes it enjoyable and interesting. :)


T*:

"Mathematics is the language of the universe." - Galileo


Ir********:

This Fibonacci joke is as bad as the last two you heard combined.


cj*****:
I would like to meet this guy for one evening and show him how I and a number of us look at the fibonacci sequence, what it can teach us and how it links to wondrous things... we all have it in us to look at numbers and find patterns. This presentation was very nicely done indeed and I trust it sparks interest in many people :) Great work.

St*********:

It's fun to learn from someone who seems to be having fun. Thank you!


ce*****:

He's so adorable. I love his joy. <3


Sa**:

I'm basically the only member in my family that loves to solve puzzles and appreciates mathematics. This video blew me away :D


de*****:
It's not the fact that teachers can't make math exciting. It's just that math teachers aren't trained to think like mathematicians. Even with a math degree, I can honestly say that I did not realize why adding the squares of Fibonacci numbers resulted in 8x13. It is a beautiful connection but it is a very obscure one that only classically trained mathematicians can see. You can't expect a regular math teacher to generate this kind of material for students because it takes years of mathematical dedication to get to that level. 

Mi************:

People don't realize that we, as students must "Learn how to Learn" first!


TR*******:
In school I feel like the teachers push us through units by giving us equations to memorize! That definitely takes application away. Teach me how to think please.

Si**********:
Brilliant talk!!!
And Arthur is so true. Knowing math it is so easy to forget how to get across that "why?" to our listeners (if we have any left).

Ai*********:

1337


xX*************:
Google is listening, I was just learning fibonacci in school! Btw we also watched this video in school!

Mi********:
Thank you, now i can evolve tusk!

Sa***:
The original name of Fibonacci number is "matra meeru".... The original credit goes to pingala ancient hindu mathematician

Jo********:
This guy is like the Bob Ross of Math, so full of joy for what he does

Bo**:
mathematics is not just solving for x, its also figuring out y. lol. good one!

Da**********:
i'm in last year of school, and I always liked maths, but I never had a proper teacher that taught them right. Now in this last year, the headmaster of the school teaches physics and maths to us, and he's a physician and mathematician, and I can see his passion for maths in each lesson. That makes me happy. Last year I decided to study physics next year at university, that's my passion too, so I'm happy that this teacher teaches not only maths and physics, but also logical reasoning and knowledge and I love he is able to transmit his passion as Arthur Benjamin does.
Sorry if I didn't write very good ;)

al********:
I have been researching Fibonacci sequence and golden ratio my entire life and I've never thought of it like this. I always apply φ to concepts like decagons, pentagrams, golden gnomes, golden triangles, golden angles etc. but I never realized the relationship between the squares of the Fibonacci sequences. I guess that could be an approximation of φ^2=1+ φ. Now I am inspired to take another step into my golden ratio journey and re-discover the art of geometric applications of φ. From now on I will find y, not x.

 


 

[TED] We gathered comments about popular videos and looked at them in summary, including play time, and order of popularity.

It's a good video or channel, but if you're sad because it's too long, please leave a YouTube channel or video link and I'll post it on this blog.

 


 

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