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What is the best (lowest) big O bound for the following function: f(n) = n! + n^100 O(n^100) O(n! + n^100) O(n!) O(n!*n^100) What is
What is the best (lowest) big O bound for the following function:
f(n) = n! + n^100
| O(n^100) |
| O(n! + n^100) |
| O(n!) |
| O(n!*n^100) |
What is the best (lowest) big O bound for the following function:
f(n) = 2^n + n^100
| O(1) |
| O(n^100) |
| O(2^n) |
| O(n^3) |
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