Examples of using Fibonacci series in English and their translations into Vietnamese
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Colloquial
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Ecclesiastic
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Computer
Fibonacci series is a classic example.
Have you ever heard of the Fibonacci Series?
The Fibonacci series is much found in nature.
Have you ever heard of the Fibonacci Series?
In the Fibonacci series, 34 and 21 are successive numbers.
First two numbers of the fibonacci series is 0 and 1.
Personally, I see no value in the actual numbers that make up the Fibonacci series;
The first two numbers of Fibonacci series are 0 and 1.
Phi is also the 21st letter of the Greek alphabet,and 21 is one of numbers in the Fibonacci series.
There are two ways to write the fibonacci series program in java.
After studying Fibonacci Series in Class IX, he was impressed and he designed his own sequence as follows….
Three and five are two numbers in the fibonacci series.
Remarkably, the Fibonacci series actually occurs in Nature.
It took me five minutes to figure out it was a Fibonacci series.
Each number in the fibonacci series is calculated by adding the previous two numbers.
The program output is the first 10 values of the Fibonacci series, 0 through 34.
If you divide any value in the Fibonacci series by the preceding number, you will get a value that is approaching the Golden Ratio mark.
It is simple towrite a function that returns a list of the numbers of the Fibonacci series, instead of printing it.
You're really going to enjoy our Fibonacci series products. It's absolutely fascinating.
Mathemagician Arthur Benjamin explores hidden properties of that weird andwonderful set of numbers, the Fibonacci series….
A special value, closely related to the Fibonacci series, is called the golden section.
I recently interview a guy who had close to 6 years of experience, graduated from a good college in Computer Science with a very high percentage,was not able to write a Fibonacci series program.
The 38.2% ratio is derived from dividing a number in the Fibonacci series by the number two places to the right.
Pattern usefurefers to the wave patterns or formations, while ratio(the relationship between numbers,particularly the Fibonacci series) is l for measuring waves.
The 23.6% ratio is derived from dividing a number in the Fibonacci series by the number three places to the right.
The basis of the“golden” Fibonacci ratio of 61.8% comes from dividing a number in the Fibonacci series by the number that follows it.
His design philosophy was heavily inspired by mathematical concepts used by Leonard da Vinci,such as the golden ratio and the Fibonacci series, which he used as the basis for his architectural proportions.
Practical use of the Fibonacci summation series and ratio is now very popular as it simplifies the process of solving any trading problem.
Practical use of the Fibonacci summation series and ratio is now very popular as it simplifies the process of solving any trading problem.
The problem solution, the Fibonacci number series is a sequence of numbers where the sum of any two consecutive numbers is equal to the number that follows it.