The Golden Ratio and the Fibonacci Numbers

This video seeks to explore the connection between the Golden Ratio and the Fibonacci Numbers. That is, this video highlights how the ratio of consecutive Fibonacci Numbers tends to Phi, the Golden Ratio.

This video is part of a series on the Golden Ratio. The goal of this video series is entertain and help students see mathematics as an interconnected subject.

Your feedback and requests are encouraged and appreciated! Thank you all for watching and please subscribe if you like!

[sivateja]

simple, straight forward and excellent explanation.

[zyrenpancho]

Thank you so muchh sirr . This really helped me a lot on understanding more about Golden ratios

[kenthbrianamora]

A clear illustration for a slow type of person like me.😄

[sheenajoseph]

Thank you very much. Simple but very useful explanation. 🙏

[dinosaur]

Thanks man, your vids have helped me with my homework and phi is pretty awesome

[galengness]

Golden Ratio can be observed in the height of growing things such as plants and the height of humans.

[withfearandtrembling]

So does it finally reach the golden ratio, and does it pass the golden ratio after it reaches it?

[joseadolfson]

The moment he drew the two segments I know what the rest of the video was going to be.

[kenthbrianamora]

A clear illustration for a slow type of person like me.😄