Examples of using Fibonacci sequence in English and their translations into Arabic
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Colloquial
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Ecclesiastic
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Computer
It's a Fibonacci sequence.
It's the next number in the Fibonacci sequence.
The Fibonacci Sequence is derived thus.
You know, like the Fibonacci sequence?
The fibonacci sequence In his head over And over again.
It's a convolved Fibonacci sequence.
Fibonacci sequence, golden ratios, golden like honey, honey and bees.
It's the Fibonacci sequence.
The spiral of scales open in the Fibonacci sequence.
Each number in the Fibonacci sequence is equal to the sum of the two previous numbers.
Walter, not everybody knows the Fibonacci sequence.
This is a Fibonacci sequence that I'm making with a simple equation program.
It's a part of the Fibonacci sequence.
The importance of the Fibonacci sequence lays not in the numbers themselves but rather in the ratio between them.
Your grandfather's Fibonacci sequence.
The Fibonacci sequence was discovered in the 13th century by Leonardo Fibonacci, an Italian mathematician.
It is the Fibonacci sequence.
Including the logarithmic spiral created by using a fibonacci sequence.
He discovered the Fibonacci sequence on his own.
The sequence is based onrepeating chains called orbifolds that cycle off the Fibonacci sequence.
May be derived from"the Fibonacci Sequence"[which starts with 0 and 1.].
The Fibonacci sequence is the series of numbers in which each next number is formed by adding up the two previous numbers.
The Fibonacci method involves going to the next number in the Fibonacci Sequence when you lose, and returning to 0 when you win.
Like the more famous Fibonacci sequence, each number is approximately 1.618(the Golden ratio) times the preceding number.
So here I'm--(Applause) This is a Fibonacci sequence that I'm making with a simple equation program.
Fibonacci sequence is used widely in many different industries in the world which is why it may sound the most familiar to you out of all the technical analysis tools we have covered so far.
Function FIB calculates the Nth term of a Fibonacci sequence(1, 1, 2, 3, 5, 8, 13, 21…), in which each number, after the first two, is the sum of the two numbers immediately preceding it. FIB(0) is defined to be 0.
By using the Fibonacci sequence, it is possible to create a series of different percentages. The most important of these is 61.8%, which is also known as the‘gold level'.
The Fibonacci sequence can also be found in the arrangement of leaves, the rings in a tree trunk and the distance between the planets, as well as in many other places.
In 1202, Leonardo Fibonacci(c 1170- c 1250)introduced the Fibonacci number sequence to the western world with his book"Liber Abaci".