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Consider a situation where you don't have a function to use that would calculate power (like pow() function in C) and you need to calculate
Consider a situation where you don't have a function to use that would calculate power (like pow() function in C) and you need to calculate x^n, where x can be any number and n is a positive integer. What can be the best possible time complexity of your power function?
Question 1 options:
| O(n) |
| O(n log n) |
| O(log n) |
| O(log log n) |
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