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Nice work! We’ll demonstrate another classic recursive function: `fibonacci()`

.

`fibonacci()`

should return the `N`

th Fibonacci number, where `N`

is the number given as input. The first two numbers of a Fibonacci Sequence start with `0`

and `1`

. Every subsequent number is the sum of the previous two.

Our recursive implementation:

# runtime: Exponential - O(2^N) def fibonacci(n): if n < 0: ValueError("Input 0 or greater only!") if n <= 1: return n return fibonacci(n - 1) + fibonacci(n - 2) fibonacci(3) # 2 fibonacci(7) # 13 fibonacci(0) # 0

### Instructions

**1.**

Implement your version of `fibonacci()`

which has the same functionality **without using any recursive calls!**

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