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INSERTION Sort Algorithm Analysis There are multiple correct answers, the statement must be true and NOT necessarily an exact definition: Reminder: O is like =;

INSERTION Sort Algorithm Analysis

There are multiple correct answers, the statement must be true and NOT necessarily an exact definition:

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Reminder: O is like =; omega is like >; Theta is like ==. Note: This question is referring to CORRECT statement, which may not be the BEST statement you would use to describe the running time of insertion sort. 1. The worst-case running time of Insertion Sort is O(n^2). 2. The worst-case running time of Insertion Sort is Theta(n^2). 3. The worst-case running time of Insertion sort is Omega(n^2). 4. The worst-case running time of Insertion sort is o(n^2). 5. The best-case running time of Insertion sort is O(n^2). 6. The best-case running time of Insertion sort is Omega(n^2). 7. The best-case running time of Insertion sort is Theta(n). 8. The best-case running time of Insertion sort is Omega(n). 9. The running time of Insertion Sort is O(n^2). 10. The average-case running time of Insertion sort is Theta(n^2)

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