Data Structures ints) Provide best-case and wor unning time and spac lexi analys

Question

Data Structures

ints) Provide best-case and wor unning time and spac lexi analysis in Big-Oh notation for the following sort method. For each case, provide an example input array and brief explanation Big-0 NotationExample Input Explanation Best-Case Runnin,g Time Worst-Case Running Time Best-Case Space Complexity Worst-Case Space Complexity public class InsertionSort *Sort the input array into non-decreasing order eparam a Input array, assume not null public static void sort (T [ ] a) { intn a.length; for (int i-1; i > boolean sLessThan(T v, T w) { etuca v.comparerotc) c 1

Explanation / Answer

1- Worst case complexity is O(n2) because for each element it will run n times in loop. nested for loop.

2-Best case complexity will be O(n) when inner for loop will execute only one time.

3- Best case and Worst case space complexity both will be O(n) because it is inplace sorting. no extra space is required.

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