Define a definition for the function, pow(x, N), to compute x N for integer x and integer N, e. 3 1001 .

this is just a practice question not an assignment .Define a definition for the function, pow(x, N), to compute x N for integer x and integer N, e.g. 3 1001 . (Large numbers will require long integers.) For large N, a recursive function can be more efficient than multiplying x N times, so a recursive function will be awarded more marks. Specifically, if you create a function that uses repeated multiplication it will be awarded a maximum of [10 marks]. However, if you write a recursive function, your solution will be marked out of [20 marks]. Hint (for recursive solution): What happens if you divide N by 2, i.e. first solve pow(x, N//2).