Examples of using Fibonacci numbers in English and their translations into Malay
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Colloquial
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Ecclesiastic
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Computer
Sum of products of Fibonacci numbers and combination values.
Another approach- a lazy infinite sequence of Fibonacci numbers.
Take the first N Fibonacci numbers and try to divide them.
The Fibonacci levels calculation is based on the Fibonacci numbers.
Can the Fibonacci numbers help predict market moves?
Suppose you wanted to look at adding the squares of the first few Fibonacci numbers.
In terms of applications, Fibonacci numbers appear in nature surprisingly often.
Fibonacci Numbers are the numbers found in an integer sequence referred to as the Fibonacci sequence.
Similarly, the Fibonacci rectangle consists of squares whose sides are Fibonacci numbers.
It's no surprise that when you add consecutive Fibonacci numbers, you get the next Fibonacci number.
The Fibonacci numbers are the numbers in special integer sequence, which is called the Fibonacci sequence.
Researchers believe that calculations were based on Fibonacci numbers to minimize the number of necessary grains per field.
Those are not Fibonacci numbers, but if you look at them closely, you will see the Fibonacci numbers buried inside of them.
Suppose you like to square numbers, and frankly, who does not(Laughter)Let's look at the squares of the first few Fibonacci numbers.
The author is mostly famous for the Fibonacci numbers and the Fibonacci sequence, which are introduced in the third section.
In his book, Liber Abaci(Book of Calculation), he includeda sequence of numbers that are known today as“Fibonacci numbers.”.
There are many more applications of Fibonacci numbers, but what I find most inspirational about them are the beautifulnumber patterns they display.
In his book, Liber Abaci or‘Book of Calculation', he also introduced an influential sequence offigures which have come to be known as the Fibonacci numbers.
He first discovered Binet's formula, the expression for Fibonacci numbers linking the nth power of the golden ratio φ to the nth Fibonacci number.
I know many people have not had the opportunity to see how this can happen, so let me give you aquick example with my favorite collection of numbers, the Fibonacci numbers.(Applause) Yeah! I already have Fibonacci fans here.
This sequence ties directly into the‘golden ratio',because if you take any two successive Fibonacci numbers, their ratio is very close to 1.618.
Lyrical arrangements are often given special attention, such as in the lyrics to"Lateralus",wherein the number of syllables per line correspond to an arrangement of the Fibonacci numbers, and"Jambi", in which the metrical foot iamb is used.
A Fibonacci prime is a Fibonacci number that is prime.
It is not based on a Fibonacci number but it is widely recognized as an important inflection point.
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.
The 23.6% ratio is found when you divide a Fibonacci number with a number that is three places to the right.
Because it's a rectangle, the area is equal to its height times its base, and the height is clearly eight, and the base is five plus eight,which is the next Fibonacci number, 13. Right?
Fibonacci Series generates subsequent number by adding two previous numbers.