Question

The Fibonacci numbers are a sequence of integers in which the first two elements are 1, and each following element is the sum of the two preceding elements. The mathematical definition of each kth Fibonacci number is the following:

Answer 1

`F_(k^(th))=F_((k-2)^(th))+F_((k-1)^(th))`

Explanation:

Since each number is the sum of it's 2 preceding numbers thus mathematically it can be written as

`F_(k^(th))=F_((k-2)^(th))+F_((k-1)^(th))`

Fibonacci Series can be written as

1,1,2,3,5,8,13...