Fibonacci algorithm or mathematical rule is add two previous number in the series to get the next number in the series.
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The Fibonacci number is a series of number that always start in 0 and 1. Then the pattern or mathematical rule is to add two previous number in the series to get the next number.
For example 0 and 1 are the two previous number. You add the two previous number 0 + 1 = 1 is the answer as the next sequence of number in the series.
The importance of Fibonacci sequence number algorithm is to be able to find the next number in sequence that is pleasing in proportion when you compare to the previous number. This pleasing proportion
of next number divided by the previous number is called the golden ratio. For example 89/55 = 1.618 which is the approximate value of the golden
ratio. The golden ratio (1.618) appears frequently in mathematics, art, architecture, and nature.
What is the Fibonacci number for nth count in the series is equal to
(n) = constraint n > 2
Where n is the number of count starting from nothing or zero. See example shown above.
The Fibonacci number is
Answer
At nth count (n) = 1478 the Fibonacci number is infinity. It means the computer chips that I am using is not able to compute because the answer is
to large. So, it will output the word infinity to give feedback that the answer is to large to compute using the existing technology of my current computer.
For human brain since we discover the pattern, we can still answer the Fibonacci of 1478 = 1.307 x 10 308 multiply by the constant ratio of 1.618. The answer is 2.115 x 10 308
Where did I get the value 1.307 x 10 308 that comes from Fibonacci of nth count = 1477 which is the previous number.
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