Applying the Best Sorting Algorithm Data Structures and Algorithms a) Study the given list and determine the best algorithm to use to sort the elements. b) Explain why you chose that particular algorithm. c) Show the complete simulation using the algorithm that you have chosen. Elements: 22 34 46 50 89 48 73 57 92

Consider sorting a list of items that are in reverse sorted order. If you were forced to pick between the three iterative sorting algorithms (bubble sort, selection sort, or insertion sort) to work through this set and place it into normal (ascending) sorted order, which would you pick and why?

Assume you are playing a card game using a standard 52-card deck. You are dealt a hand of cards that are all the same suit, spades. You are dealt first a 5, then a 3, then 8, and finally 4. You first took the 5 into your hand. Then you put the three before the 5. Next you put the 8 behind the 5. Finally, you put the 4 between the 3 and 5. Which sorting algorithm is most similar to how you sorted your hand?  Group of answer choices   1. Quick Sort 2. Insertion Sort 3. Merge Sort 4. Selection Sort

If the numbers in our list were not unique and therefore the largest number could occur more than once, would the algorithm find the first occurrence?

I need to write an algorithm pseudocode that sorts a list of n elements in non-increasing order by finding the largest and smallest elements and exchanging those elements with the elements in the first and last positions. Then the size of the list is reduced by 2, excluding the two elements that are already in the proper positions, and the process is repeated on the remaining part of the list until the entire list is sorted. I also need to analyze the algorithm and show the results using order notation. I was trying to use arguments but I got stuck.

If the numbers in our list were not unique and therefore the largest number could occur more than once, would the algorithm find each occurrence?