b) Sort the sequence 3, 1, 4, 8, 7, 9, 2, 6, and 5 in ascending order using merge sort. Show all steps. Start Step 1 Step 2 Step 3 Step 4 Step 5 Step 6 Step 7 Step 8 Step 9 Step 10 Step 11 3 1 4
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![b)
Sort the sequence 3, 1, 4, 8, 7, 9, 2, 6, and 5 in ascending order using
merge sort. Show all steps.
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8.
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Step 11](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F03703b0a-be94-4250-9e77-9c8db7564886%2F8123bf89-0424-4843-8b4a-39b3c3a32456%2Fgk7lfnr_processed.jpeg&w=3840&q=75)
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- which instructions best apply to the following prompt Implement an open addressing hash table to store a list of integers. Your task is to handle collisions using open addressing and implement basic operations such as insertion, deletion, and searching. The open addressing technique you will use is linear probing.1.use open addressing2.implement this in python3.use double hashing 4.use linear probing5.implement an open addressing hash table to store integers1 Sequence (46, 79, 56, 38, 40, 84), using quick sorting (with the leftmost element as the pivot), the first partition result is: OA 38 46 79 56 40 84 OB 38 79 56 46 40 84 OC 40 38 46 56 79 84 OD 38 46 56 79 40 84 2 Each time an element is taken from the unsorted sequence, compared with the elements in the sorted sequence, and then inserted into the appropriate position in the sorted sequence. What is the name of this sort method? A Bubble sort OB Direct insert sort OC Select sort OD Merge sortPerform bubble sort, step by step. These are the set of values to be sorted. 23,37,51,13,84,5,19
- Using the four lists provided in the cell below, complete the following using indexing/slicing: use pyhton Use forward indexing to store the third value in list_1 to index_1 Use negative indexing to store the last value in list_2 to index_2 Use slicing to store the second through fourth values (inclusive) of list_3 to index_3 Use slicing to store the last two values of list_4 to index_4 Note: Slices should store information in the same order as the original list.Q3. list using cach of the two sorting algorithms: mergesort sort and quicksort and prints as output the number of comparisons as well as the execution time for each of the two algorithms for N= 10000, 20000, 40000, 100000, 200000 and 400000. The quicksort should use the last element as the pivot for partition. Present your results in a table of the form shown below and plot the results in two separate charts, one chart for the number of comparisons (for both algorithms in the same chart) and one chart for the execution time (for both algorithms in the same chart). Write a Java program that generates randomly a list of N integers, sorts the generatedSubject: Design and anlysis of algorithm You have a normally distributed set of unsorted data of 10,000 numbers, within the range 18,000to 25,000. Which algorithm will you choose to sort this data set? Justify your answer. You have an unsorted list of 1,000 numbers, within the range 2,000 to 9,000. Which algorithmwill you choose to sort this data set? Justify your answer.
- In Quick 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 youDraw the trace table the following numbers by using bubble sort algorithm. Write onlysteps.17 23 34 48 12 22 6 5Select problem below. Your post must include: The problem statement. A description of your solution highlighting the use of the split(), join(), lists and the different list operations involved in solving the problems. Include line numbers from your program. please make it simple and DONT use Java Create a program and reads a MAC address and determines whether it is syntactically correct or not. Assume the format of the MAC address is dd-dd-dd-dd-dd-dd where dd represents a 2-character hexadecimal number (each character is a digit or a letter between a and f). Use the `split function to access the values in the input MAC address.
- Jumis! 5e. Show the steps required to do a merge sort on the following set of values. 346 22 31 212 157 102 568 435 8 14 5Assume that the input is a sorted list of distinct integers and a key to be inserted into this sorted list. Your task is to return either the location index of the key within the sorted list if the target is found. If the key is not found in the sorted list, return the index where it should be if we were to do an insertion. Input Format sorted list the last number is the target number eg 4 5 6 7 6 Constraints from sys import stdin def searchInsert(nums, target): # put in your code here if __name__ == '__main__': # put in your code here Output Format The index of where the key should be inserted in. eg 2 Sample Input 0 2 4 6 8 5 Sample Output 0 2Select three states from the GNFA to delete. Then, create a new GNFA for each individual deleted state that is equivalent to M but does not have the selected state.