3. Use the bubble sort to sort ƒ, c, v, b, n, x, showing the lists obtained at each step. Justify your answer using pseudocode in every step.
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- Apply Merge sort and Quick to sort the list, L, I, B, R, A, R, Y in alphabetical order.Create a sort implementation that counts the variety of key values before sorting the array using key-indexed counting using a symbol table. (This approach should not be used if there are many distinct key values.)Sort the list A , L , G , O , R , I , T , H , A , M in alphabetical order by Selection sort and Bubble sort
- A. Compare insertion sort and merge sort on any aspect you can. B.For the list of numbers given below, which sort algorithm performs better, why? 110 25 40 52 65 73 84 90Consider the following list: L = ['bran', 'tyrion', 'jon', 'sansa', 'drogon', 'ned', 'arya', 'ghost'] In the table below, show the contents of the list after each of the first three iterations of the outer while-loop in merge_sortIn order to perform a binary search, the list need to be sorted. Using your list as the input, show how the sorting is done using Merge sort by explaining the resulted lists after each round of sorting.
- Make a sort implementation that uses key-indexed counting with a symbol table to count the range of key values before sorting the array. (If there are several unique key values, this method shouldn't be utilised.)Sort the list A , N , A , L , Y , S , I , S in alphabetical order by Selection sort and Bubble sort.Discuss the difference between the quick sort and the merge sort algorithms.