Question $8$

$1$ pts

Consider a scenario where you have a nested loop structure. The outer loop runs $N$ times, and for each iteration of the outer loop, the inner loop runs $N^2$ times. If the innermost operation has a constant time complexity, how would the overall time complexity of this structure be best described?

$(O(NlogN))$

$(O(N^2))$

$(O(N^3))$

$(O(2^N))$