For the list shown below, illustrate each of following sorts listed: 68, 12, 46, 23, 97, 38, 76, 64 a) Insertion sort b) Shell sort with sequence 5,3,1 c) Merge sort e) Radix sort
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Q: write merge sort algorithm
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For the list shown below, illustrate each of following sorts listed:
68, 12, 46, 23, 97, 38, 76, 64
a) Insertion sort
b) Shell sort with sequence 5,3,1
c) Merge sort
e) Radix sort
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- Following is the given python code for Merge Sort. Dry run all the steps on your register for the following given array and fill the missing blanks in the figure given below If you run the following lines: random_list_of_nums = [12, 45, 6, 25, 17, 60, 8] random_list_of_nums = merge_sort(random_list_of_nums) print(random_list_of_nums)not code, just write the steps. Apply Hoare’s partitioning to sort the following values in ascending order using the Quicksort algorithm. 3 89 21 44 99 56 9Which one of the below uses divide and conquer approach? * a) Insertion sort b) Merge sort c) Shell sort d) Heap sort
- please code in python, correct the code please def solution(S): result = [] word_counts = {} for i, word in enumerate(S): sorted_word = ''.join(sorted(word)) if sorted_word in word_counts: word_counts[sorted_word].append(i) else: word_counts[sorted_word] = [i] for word in S: sorted_word = ''.join(sorted(word)) indices = word_counts[sorted_word] result.append(indices[0]) # Update word_counts to remove the used index only if it has more than one index if len(indices) > 1: word_counts[sorted_word] = indices[1:] return result s = ["abc", "bca", "dbe"]result = solution(s)print(result) this is the expected output: # Output: [0, 2, 1]I am getting [0,1,2]Selection sort Insertion sort Shell sort Quicksort Merge sort Radix sort Can someone explain how these sorts work using arrays?Using diagram show step by step how to apply the insertion sort approach to sort in ascending order {3, 4, 5, 3, 3.5, 2.2, 1.9, 2} Using diagram show step by step how to apply bubble sort in ascending order on {45, 11, 50, 59, 60, 2, 4, 7, 10}
- Java - Fill in the table – use Big O notation Worst Case Average Case Binary Search of Sorted Array Insertion Sort Merge Sort Quick Sort without “median of three” pivot selection Quick Sort WITH “median of three” pivot selection Selection Sort Heap SortSubject: Introduction to Computer Sciences Write a C++ program to call three functions named;1) Selection_sort()2) Insertion_sort()3) Merge_sort()Each function will take an array of 10 integers from users within function and perform the particular sorting task.Assume the following list of 16 keys:18, 40, 16, 82, 64, 67, 57, 50, 37, 47, 72, 14, 17, 27, 35, 20 This list is to be sorted using Merge Sort, the number of recursive levels required to finish dividing steps this list is: 4 8 16 3
- Draw the trace table the following numbers by using bubble sort algorithm. Write onlysteps.17 23 34 48 12 22 6 5c++ how do I create a program which uses quick sort to sort the following data: 10, 17, 9, 52, 34, 12, 44, 71 use the following quick sort algorithm QuickSort (Array, first, last) { pivot = first; partition (array with pivot at the right place); QuickSort (Array, first, pivot - 1) QuickSort (Array, pivot + 1, last) }Given the following BST Show the steps for performing the followings:a) Search 30b) Insert 45c) Delete 20