This pattern continues and follows 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144 sequence which goes onto infinity. In the third month, the original pair produces another pair of newborn, while their offspring grow to adulthood. In the second month, the female gives birth to a pair of rabbits. So in the first month, the same pair remains. Rabbits can’t reproduce until they are one month old. The Fibonacci sequence was born out of a simple, hypothetical puzzle about rabbit population:Ī man asked, “If two rabbits were put in a fenced yard, how many pairs of rabbits will they produce in a year? In fact, the higher the Fibonacci number, the closer is its relationship is to the golden ratio ( the number of phi) – 1.618.

In fact, our bodies too are consistent with Fibonacci numbers.Īll ratios of Fibonacci numbers are closely related to the Golden ratio. Galaxies and hurricanes are spiral in nature. The combs of honeybees usually sum up to a Fibonacci number. The seeds of sunflower follow a Fibonacci pattern. The petals of flowers are arranged in Fibonacci sequence. The spirals of the pinecone equal Fibonacci numbers. For example, rose, lilies, daisies, buttercups, and rose are all Fibonacci flowers. The sequence mostly occurs in most of the biological structures and forms of life. It was discovered by an Italian mathematician, Leonardo of Pisa, better known as Fibonacci, in the 13 th century. What are Fibonacci Numbers?įibonacci numbers are a never-ending sequence of numbers that start with 0 and 1, and goes on forever by adding the previous two numbers.

The sequence starts with 1 1 2 3 5 8 13 21, and goes on forever and ends up in infinity. In this formula, a definite mathematical sequence is created by adding the two preceding numbers together. Known as the Fibonacci sequence or Fibonacci numbers, the seeds, petals, pistils, leaves and its veins are all formed using a distinct mathematical formula. They depict the true art of nature and are created using their own secret formula – a magic sequence – that defines the pattern in which their petals are uniquely organized.

Have you ever observed a flower closely? Did you ever know that mathematics hold the key to the nature too? How much ever intriguing it may be, the fact is that flowers are a lot more than just pretty structures.

3 fibonacci sequence nature