Imagine you have a rabbit that gives birth to another rabbit every month, and those rabbits also start giving birth after one month. This simple idea leads to a pattern called the Fibonacci sequence, it starts with 1, 1, 2, 3, 5, 8… each number is just the sum of the two before it!
This pattern shows up in nature too: like how petals grow on flowers or how shells spiral. The reason? Things that grow most efficiently often follow this kind of simple math rule.
Examples
- A rabbit gives birth to another rabbit every month, this simple idea leads to the Fibonacci sequence.
- The spirals on a seashell follow the same pattern as the Fibonacci sequence.
Ask a question
See also
- Why Do Prime Numbers Hide in the Patterns of Nature?
- Why Does Math Work So Well in Nature?
- What is the significance of Fibonacci numbers in nature?
- What are sums of powers of ten?
- What is 1.6180339887?
Discussion
Recent activity
Categories: Math · Fibonacci sequence· patterns in nature· math in biology· number patterns· natural phenomena