Fibonacci Numbers and the Golden Ratio by Kayla Goldenberg https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8 en-us 2021-05-25 13:39:08 UTC 2025-10-06 21:21:44 UTC hello@padlet.com The fibonacci sequence 1,1, 2, 3, 5, 8, 13, 21, ... comes up in nature with flower petals, spirals in a pineapple, pinecone, etc. kaylagoldenberg2017 https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557587256 The golden ratio is about 1.6 and you'll notice we get closer to this as we divide a number in the sequence by the previous 8/5, 13/8,  21/13, etc. 

The golden ratio comes up in human/animal bodies, architecture, etc. 

Go on a nature walk (or a virtual one) and post a finding about the fibonacci sequence or the golden ratio on our padlet :)

website: https://www.mathsisfun.com/numbers/nature-golden-ratio-fibonacci.html]]> 2021-05-25 13:39:49 UTC https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557587256 Golden Ratio in Honeycomb kaylagoldenberg2017 https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557602676 http://www.jnsci.org/files/html/2016/e173.htm]]> 2021-05-25 13:43:09 UTC https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557602676 kaylagoldenberg2017 https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557612538 2021-05-25 13:45:13 UTC https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557612538 Video resources kaylagoldenberg2017 https://padlet.com/kaylagoldenberg2017/oh07r82f73771in8/wish/1557635704 Ms. G's website's homepage (scroll down)

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