Examples of using Fibonacci numbers in English and their translations into Hebrew
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Colloquial
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Ecclesiastic
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Computer
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Programming
All fibonacci numbers.
And 13… Fibonacci numbers.
This is the case with the mystical nature of Fibonacci numbers too.
Both Fibonacci numbers, of course!
The first fifteen fibonacci numbers are.
The Fibonacci numbers only make sense when they're in order.
First Thirty Fibonacci Numbers.
The Fibonacci numbers first featured as the solution to this problem.
The first 15 fibonacci numbers are.
Write a program that computes the first 100 Fibonacci numbers.
What about Fibonacci numbers, the golden ratio?
Write a BASIC program to produce the first 100 Fibonacci numbers.
The squares of Fibonacci numbers can be written like this.
Suppose you wanted to look at adding the squares of the first few Fibonacci numbers.
This links Fibonacci numbers to one of the most recognized spirals on the Internet.
The greatest common divisor of any two Fibonacci numbers is also a Fibonacci. .
Those are not Fibonacci numbers, but if you look at them closely,you will see the Fibonacci numbers buried inside of them.
The first two members are both equal to1(In modern computer usage the first two Fibonacci numbers are 0 and 1 respectively).
In terms of applications, Fibonacci numbers appear in nature surprisingly often.
However, if you were to draw diagonals moving down the triangle and sum the numbers residing on each individual diagonal, then the series of numbers equated with each diagonal represent,as you might have guessed, the Fibonacci numbers.
The ratio of two consecutive Fibonacci numbers is approximately equal to*incipient slow claps* the golden ratio!
Our fascination with Fibonacci numbers extends to such an extent that an entire magazine is dedicated to its peculiarities, called the Fibonacci. .
Because the products were consecutive Fibonacci numbers, one can discern that the ratio of the two sides of any single rectangle is the golden ratio!
There we can see Fibonacci numbers related to the Golden Section, because Fibonacci and Golden Section relate to the unfolding of the measured meter of matter, as I refer to it.
A conjugal relationship between Fibonacci numbers and the golden ratio becomes conspicuous- the two numbers constituting these products are consecutive Fibonacci numbers!
Find the largest Fibonacci number f less than or equal to n.
The number of petals on a flower is typically a Fibonacci number, or the number of spirals on a sunflower or a pineapple tends to be a Fibonacci number as well.
In disc phyllotaxis as in the sunflower and daisy,the florets are arranged in Fermat's spiral with Fibonacci numbering, at least when the flowerhead is mature so all the elements are the same size.