Question: We have discussed many sorting algorithms including Simple-Sort, SelectionSort, InsertionSort, QuickSort, MergeSort, and HeapSort, to sort n numbers in ascending order. you can see the

 We have discussed many sorting algorithms including Simple-Sort, SelectionSort, InsertionSort, QuickSort,

We have discussed many sorting algorithms including Simple-Sort, SelectionSort, InsertionSort, QuickSort, MergeSort, and HeapSort, to sort n numbers in ascending order. you can see the performance of sorting algorithms to sort different datasets. Suppose that you are given k arrays, A_1, A_2, ellipsis, A_k, where each array A_i keeps n_i numbers in ascending order for 1 lessthanorequalto I lessthanorequalto k. In other words, each array A_i is sorted. In total, there are n numbers kept in all k arrays. Give an algorithm in pseudo code to sort the k sorted arrays into one sorted array of size n with explanations. What is the time complexity of your algorithm ? You don't need to prove the time complexity for your algorithm. You only need to give the Big-Oh. We are looking for the optimal answer for this question. Marks will also be given to a reasonable

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