Question: Prove by Induction : 5. Here is some pseudo-code for insertion sort. InsertionSort (L): n=length(L) for (i=1;i 0 and L[j1]>L[j]) swap(L[j1],L[j]) j return L By

Prove by Induction:

Prove by Induction: 5. Here is some pseudo-code for insertion sort. InsertionSort

5. Here is some pseudo-code for insertion sort. InsertionSort (L): n=length(L) for (i=1;i0 and L[j1]>L[j]) swap(L[j1],L[j]) j return L By counting operations, prove (either with or without induction) that the number of operations is O(n2)

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