Added: 3 years ago
From: mathdanielusa
Views: 12,943
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  • LOL !!! ^_^ !!

  • noob X]

  • someone please put an end to his missery

  • Yes. You are correct.  Phi not e. Thank you for the correction.

  • Actually the relationship is approaching phi, the golden ratio and not e, which is 2.718... I'm not sure why you placed the e in the end there; are you denoting the golden ratio with the e?

  • how did you get the 1.618.. ?? i couldn't really understand ..

  • Look above right here. Divide each number by the immediately preceeding number. ie. 8/5, 13/8, 21/13, 34/21 and so on. Understand?

  • aw ! yeah i understand now , thx

  • Come on...you can do better than that. You didn't even explain the golden ratio.

    If you are going to explain it....well then explain it...and give us something alittle more.

  • i get this its simple to me now

  • Someone should sing a song about 'e', like they did for pi.

    And isn't the Golden Quotient used to make the Golden Section? That happens to be a table at my favorite chinese restaurant, Golden Palace. :)

  • to get 1.618 you start dividing each Fibonacci number by the previous Fibonacci number. For instance, 3/2 = 1.5 ; 8/5 = 1.6; 13/8 =1.625; 21/13 = 1.61538...; 34/21=1.61904... and so on. As the F. Numbers go greater the number 'e' comes closer. 'e' is called the Golden Quotient or Golden Number. The Golden Number is similar to pi in that it is irrational-goes on forever.

  • great video,but i do not understand how you end up with 1.618

  • Great video! Please produce more...

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