Assume you have a sorted list of integers. And you add a random integer to the end of the list. Which type of sorting algorithms is a good choice to sort the list? a. Selection sort O b. Bubble sort O c. Insertion sort O d. All of the mentioned
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- You're given a set of sorting algorithms: quickSort, insertionSort, bubbleSort. Write a C++ code that can switch between these different algorithms dynamically with ease. please design patterns and cpp hpp fileA list is given an = {6,2,-4,13,7} Answer the following questions. a. What is n in an? b. List all the steps of sorting this list using insertion sort. c. What is the output of this search? And what does it indicate?Imagine you want to use insertion sort for sorting a deck of cards, where the suits are ordered [Clubs, Spades, Diamonds, Hearts]. Thus, all the clubs will be ordered [Ace, 1, 2.., Queen, King], then all the Spades, etc. Create the pseudocode for this problem
- c++ For this problem, you will need to sort a list of whitespace separated integers using three different sort algorithms (described here: http://theoryapp.com/selection-insertion-and-bubble-sort/ and https://en.wikipedia.org/wiki/Insertion_sort). Your program will output the state of the initial list of numbers and also after each swap for each of the three sorting algorithms (selection, insertion, and bubble). Note: You want to use the version of insertion sort from Wikipedia. Do not perform swaps if they don't change the vector. Inputs: 8 8 4 1 7 5 9 3 2 1 6 3 8 4 2 9 4 2 5Given the unsorted list [6, 5, 4, 3, 7, 1, 2], show what the contents of the listwould be after each iteration of the loop as it is sorted using the following:a. Selection sortb. Insertion sortA list of n dates of birth (specified in the format 17801229) should be sorted. Assume that n is a large number (> 400) and that there may be duplicates. Which of the following algorithms is most suitable to choose? Countingsort Heapsort Mergesort Quicksort Insertionsort Radixsort
- python code. instructions are given within the quotation marks. 1) def get_misspelled_linear(dictionary, text): """ dictionary is a list of sorted words in the dictionary; you may assume all words in the dictionary are lower case and only contains a-z and apostrophe' text is a list of words from any given text. Use linear search to find the list of all misspelled words in text, a misspelled word is a word that is in the text but not in the dicionary. The comparison is case insensitive. For example if cat is in the dictionary, then CAT, cAt, cAT, cat and etc. are all considered to be valid word. Return the list of misspelled word. Your list of misspelled word must appear in the original order as they were in the text list and keep original form (upper/lower case) if dictionary has N words and text has K words, then the running time for this method will be O(NK) """ return [] 2) def get_misspelled_binary(dictionary, text): """ dictionary is a list of sorted words in the dictionary; you…1. ax + b = 0, y = aeˣ! a,b ≠ 0a,b are constants number entered by the user. Find (x,y) and determine the quadrant of thecartesian plane. Print (x,y) and write which quadrant (I,II,III or IV). (PYTHON) 2. Write a program that sorts a list in ascending order. Don’t use sort method.Ask user number of list elements (at least 10 elements)Enter all elements from keyboard and printed.Sort your list. (PYTHON)Alter insertion sort below to sort a list of strings instead of numbers. It shouldn't return anything - it should sort the list "in place". The sorting should ignore case. For example "Zebra" should come after "apple", "maRker" should come after "marble", etc. Name this function string_sort. After calling this function, the list that was passed in should now contain the exact same strings it did before, but in sorted order. def insertion_sort(a_list): """ Sorts a_list in ascending order """ for index in range(1, len(a_list)): value = a_list[index] pos = index - 1 while pos >= 0 and a_list[pos] > value: a_list[pos + 1] = a_list[pos] pos -= 1 a_list[pos + 1] = value
- b. Using selection sort arrange the set of numbers: 4,7,9,1,3,6,2. How many passes will be done to make it ordered? c. Text = thequickbrownfoxjumpoverthelazydog Pattern umpo Given the text and the pattern, how many attempts will it try before it finally execute?Binary Search of Strings1. Write a version of the selection sort algorithm presented in the unit, which is usedto search a list of strings.2. Write a version of the binary search algorithm presented in the unit, which isused to search a list of strings. (Use the selection sort that you designed aboveto sort the list of strings.)3. Create a test program that primes the list with a set of strings, sorts the list, andthen prompts the user to enter a search string. Your program should then searchthe list using your binary search algorithm to determine if the string is in the list.Allow the user to continue to search for strings until they choose to exit theprogramGiven a sorted list of integers, output the middle integer. A negative number indicates the end of the input (the negative number is not a part of the sorted list). Assume the number of integers is always odd. Ex: If the input is: 2 3 4 8 11 -1 the output is: Middle item: 4 The maximum number of list values for any test case should not exceed 9. If exceeded, output "Too many numbers". Hint: First read the data into an array. Then, based on the array's size, find the middle item.
