By using SQL/PL, trace the execution of the following Sorting algorithms for array: {16, 21, 45, 8, 11, 53, 3, 26, 49, 31, 12, 55, 6, 18, 15, 4} Selection Sort Shell Insertion Merge Show proof that the code is working
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By using SQL/PL, trace the execution of the following Sorting
- Selection Sort
- Shell
- Insertion
- Merge
Show proof that the code is working
Step by step
Solved in 2 steps
- Which of the following sorting algorithms provide the best time complexity in the worst-case scenario? A. Merge Sort B. Quick Sort C. Bubble Sort D. Selection SortGIVE authentic Answer: WEB TECHNOLOGIES Consider the Marks against each students in different subjects Student Names Database Tot Marks : 60 PF Tot Marks : 80 Marketing Tot Marks : 60 Irfan 56 45 59 Salma 67 56 52 Inayat 54 40 48 Basharat 56 53 51 Store these details in the Multidimensional Associative Array. Display the output as shown here S# Student Name Obt: Marks %age= (Obt:Marks / 200) * 100.0 Grade 1 Iranf 160 80 B 2 Salma 175 87 A 3 Inayat 142 71 C 4 Basharat 160 80 B A >80% B (71-80%) C (61-70%) D(51-60%) F<50% Grade Summary Total A Grade = 1 Total B Grade = 2 Total C Grade = 1 Total D Grade = 0 Total F Grade = 0 Add complete set of Screen Shots against all the steps…Consider the array that is given below. Provide step by step process to show how the merge sort would sort the array. 13 11 34 20 17 9 32
- Each time you enter a guess, the program will tell you whether the secret word is alphabetically before your guess, alphabetically after your guess, or exactly matches your guess. Each secret word is randomly chosen from a dictionary with exactly 267, 751 words. Let T(n) be the maximum number of guesses required to correctly identify a secret word that is randomly chosen from a dictionary with exactly n words. Determine a recurrence relation for T(n), explain why the recurrence relation is true, and then apply the Master Theorem to show that T (n) = Θ(log n).Which of the following sorting algorithms has different time efficiencies in average and worst cases? Question 18 options: Insertion sort Selection sort Quick sort Bubble sort Merge sortDevelop a sort implementation that counts the number of different key values,then uses a symbol table to apply key-indexed counting to sort the array. (This methodis not for use when the number of different key values is large.)
- There are N numbers of visitors in Muscat festival, Manager wishes to search particular visitor information based on visitor ID. Consider the records are already arranged in ascending order bascd on visitor ID. Use this scenario to answer the below assignment questions. 1. Explain the steps for the following operations using binary scarch. Search for any visitor ID which is available in the list. b. Search for any visitor ID which is not available in the list. 2. Use Mid-Square Hashing Technique to explain the following. a. Place all the records into the hash table. b. Use linear probing or chaining technique to eliminate collision. 3. Write your own hash function. Note: 1. N value must be at least 7. 2. Use your own data for visitor ID and it must be 4 digit number. Please i need answer same way through by picture pleaseThere are N numbers of visitors in Muscat festival, Manager wishes to search particular visitor information based on visitor ID. Consider the records are already arranged in ascending order bascd on visitor ID. Use this scenario to answer the below assignment questions. 1. Explain the steps for the following operations using binary scarch. Search for any visitor ID which is available in the list. b. Search for any visitor ID which is not available in the list. 2. Use Mid-Square Hashing Technique to explain the following. a. Place all the records into the hash table. b. Use linear probing or chaining technique to eliminate collision. 3. Write your own hash function. Note: 1. N value must be at least 7. 2. Use your own data for visitor ID and it must be 4 digit number. Please i need answer same way through by picture please please.There are N numbers of visitors in Muscat festival, Manager wishes to search particular visitor information based on visitor ID. Consider the records are already arranged in ascending order bascd on visitor ID. Use this scenario to answer the below assignment questions. 1. Explain the steps for the following operations using binary scarch. Search for any visitor ID which is available in the list. b. Search for any visitor ID which is not available in the list. 2. Use Mid-Square Hashing Technique to explain the following. a. Place all the records into the hash table. b. Use linear probing or chaining technique to eliminate collision. 3. Write your own hash function. Note: N value must be at least (7 )and Use your own data for visitor ID and it must be (4 )digit number. Please i need answer same way through by picture please , follow the Note
- Given the list below, how many iterations will it take the following values using linear search, modified linear search, and binary search? Note that the list is arranged in descending order. [93, 92, 83, 82, 73, 72, 63, 62, 53, 52, 43, 42, 33, 32, 23, 22, 13, 12, 3, 2] a. Search for 2 using linear search. b. Search for 2 using modified linear search. c. Search for 2 using binary search. d. Search for 29 using linear search. e. Search for 29 using modified linear search. f. Search for 29 using binary search.which of the following is not different for both Lomuto’s and Hoare’s partitioning algorithm? a. the size of left and right region b. the runtime complexity c. the number of index comparison d. the position of pivotTo 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…