Use the insertion sort to sort the list in Exercise 38, showing the lists obtained at each step
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Use the insertion sort to sort the list in Exercise 38, showing the lists obtained at each step.
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- Select the right choice of the multiple questions Selection sort selects the smallest element from an unsorted list in each iteration and places that element at the ....................of the unsorted list. Select one: O O O a. beginning b. middle c. endSort the following list using the Selection Sort algorithm . Show the list after each iteration of the outer for loop (after each complete pass through the list) IMPORTANT: Separate each value by a comma and only one space after each comma and no space after the last value. You will have seven iterations of the list for your answer. 38, 60, 43, 5, 70, 58, 15, 10Using the first value in the appropriate lists as the pivot value, sort the same list of numbers using the quick sort: 13 9 5 7 12 2 3 14 6 1 (no code, just handwritten showing of sorted steps)
- In Insertion Sort Ascending Order Show the step by step process on how sorting was done such as first passed, second passed, etc. Please the details in the file. Thank you.Below is the exercise for Advanced Sorts. To start, create your own set of 10 numbers in an array that are not sorted. Using your array, do the following exercises: Show how the Mergesort algorithm sorts your array by: 1) Showing which sub parts of the array are being examined with each recursive call to Mergesort 2) Showing the results of the array each time the Merge function is used Your demonstration should be similar to slides 19-33 in the Mergesort presentation. You do not have to show the details of the function calls in the stack (unless it helps you), but do explain what is happening at each step to show understanding of the algorithm.Utilize the bubble sort to sort 3, 1, 5, 7, 4, showing the lists obtained at each step.
- Sorting refers to arranging data in a particular order. Apply Bubble Sort algorithm to sort the given list of numbers in descending order. Show the results of each round of the bubble sort algorithm. 27 59 81 62 35 56 31 23 6.To start, create your own set of 10 numbers in an array that are not sorted. Using your array, do the following exercises: Show how the Mergesort algorithm sorts your array by: 1) Showing which sub parts of the array are being examined with each recursive call to Mergesort 2) Showing the results of the array each time the Merge function is used Your demonstration should be similar to slides 19-33 in the Mergesort presentation. You do not have to show the details of the function calls in the stack (unless it helps you), but do explain what is happening at each step to show understanding of the algorithm. Using your same original array, show how the Quicksort algorithm sorts this array by: 3) Showing the results of the array each time the Partition function is used 4) Showing which sub parts of the array are being examined with each recursive call to Quicksort Your demonstration should be similar to slides 35-64 in the Quicksort presentation. Again, you do not have to show all the…2. Use the insertion sort to sort 6, 2, 3, 1, 5, 4, showing the lists obtained at each step. Justify your answer using pseudocode in every step.
