Fibonacci Numbers and the Golden Ratio | Lecture 4

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Recreational Mathematics, Discrete Mathematics, Elementary Mathematics

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AK

Mar 23, 2019

Absolutely loved the content discussed in this course! It was challenging but totally worth the effort. Seeing how numbers, patterns and functions pop up in nature was a real eye opener.

DL

Sep 29, 2019

I really enjoyed this class. The video lectures were clear and fascinating, and the math assignments were well-chosen and reinforced learning of the material presented in the lectures.

À partir de la leçon
Fibonacci: It's as easy as 1, 1, 2, 3
We learn about the Fibonacci numbers, the golden ratio, and their relationship. We derive the celebrated Binet's formula, an explicit formula for the Fibonacci numbers in terms of powers of the golden ratio and its reciprical.

Enseigné par

  • Jeffrey R. Chasnov

    Jeffrey R. Chasnov

    Professor

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