What Is Fıbonaccı Serıes?
The Fibonacci series sequence is a number sequence consisting of the last occurrence of each number itself. When these sequential numbers in this way are compared with each other, the golden ratio arises, that is, a number is obtained by dividing itself into the previous number, which is getting closer to the golden one. Fibonacci number 1,618, which is the ratio of the numbers in the array to each other, called the golden ratio, is a number that is seen in nature, in art and in every area of life, and is associated with aesthetics. There is also a fibonacci number sequence in the Pascal Triangle.
Fibonacci Series Example
The Fibonacci series sequence is 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987. The characteristic of the fibonacci series number array is that it is equal to the number of the next two consecutive number sums after itself. That is, each number is the sum of the two numbers that preceded it.
Places Where Fibonacci Sequence Is Seen And Used
The pyramids in Egypt, the Mona Lisa table of Leonardo da Vinci, the moon flower, the snail, the pine cone and our fingers, our bodies, even our whole body, have this number sequence / gold ratio. Is a geometric and numerical ratio connection between the parts of the whole.
The golden ratio is a geometric and numerical ratio association that is believed to give the most accurate dimensions in terms of harmony, observed between pieces of a whole in mathematics and art. It was discovered by ancient Egyptians and Greeks, used in architecture and art.
The Fibonacci series sequence is called the famous Italian mathematician Leonardo Fibonacci. This number sequence is obtained when searching for a fibonacci problem.