Answer:
To create an example of the Fibonacci sequence, let's consider a sunflower. The arrangement of seeds in the sunflower follows a spiral pattern that aligns with the Fibonacci sequence. Each seed is positioned in a way that represents consecutive Fibonacci numbers.
For instance, if you start counting the number of spirals in one direction, you may find, for example, 21 spirals, and in the other direction, you might find 34 spirals. These numbers are part of the Fibonacci sequence (21, 34).
This adherence to the Fibonacci sequence showcases the inherent mathematical beauty in nature. The golden ratio, often represented by the Greek letter phi (φ), is also evident in the proportions of the spiral arrangement in the sunflower.
In summary, the Fibonacci sequence is illustrated in the sunflower's seed arrangement, and the golden ratio is reflected in the proportions of the spiral pattern. This natural occurrence emphasizes the widespread presence of mathematical concepts in the world around us.