(1 point) Which of the following functions is of sublinear growth? A. $f(n) = O(n)$ B. $f(n) = O(n!)$ C. $f(n) = O(n^{1.004})$ D. $f(n) = O(\log n^k)$, where $k$ is a constant
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e., lim_{n->∞} f(n)/n = 0 (it grows strictly slower than linear). Show more…
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