To determine if two lists of integers are equivalent, you must write a function that accepts the lists as input and returns true or false (i.e. contain the same values). The greatest value of each list must be shown if the lists are dissimilar and the procedure is effective.
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To determine if two lists of integers are equivalent, you must write a function that accepts the lists as input and returns true or false (i.e. contain the same values). The greatest value of each list must be shown if the lists are dissimilar and the procedure is effective.
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- python question: Write a code that takes a sentence as an argument and places its words in a list of words in alphabetical order If the sentence is: "Am I good" The function returns: ['Am', 'I', 'good']Algorithm Efficiency 1- Programming Problem Part 1 Write a function that will have a list as an input, the task of the function is to check if all the elements in the list are unique,( i.e. no repetition of any value has occurred in the list), then the function returns true otherwise it returns false. Your program should include a main method that call the method to test it. (If you would use built-in functions in Python, use lists’ or dictionaries’ methods as we studied their time efficiency in class) 2- Algorithm AnalysisFor the function you implemented in part 1, please calculate T(n), which represents the running time of your algorithm in terms of n. Where n is the length of the list. Then find the order of magnitude of your algorithm (Big O). 3- Algorithms Comparison Please find another algorithm that solves part 1, write the code, calculate T(n) and find Big O. Then compare the efficiency with the algorithm from part1 to determine the more efficient one.متبقي ۵۸:۲۶:. . متعد د الخيارات if we have the tuple Students = ('Hasan', 'Noor', 'Rana', 'Reem', , 'Ali') the function that choose randomly one of the :names must be written as get_up = choice(Student) get_up = random(Student) get_up = random[Student] get_up = choice[Student] ۲ من ۱۹
- Transcribed Image Text Develop a C++ code to computer the queries in X Y z format where you are given a list of size m. For computing queries, you have to perform the task to find the number which is occurring one after another in the sub-list [X Y] greater than or similar to z times. If there doesn't exist no number satisfying the given criteria then output “Not possible" other than that output the answer computed to the given queries. Test Case Result 4 1 2133 1212- The factorial n! of a positive integer n is defined as n! = 1*2*3 . .. * (n-1) * n Where 0! = 1 Write a function to calculate the factorial of a number. Argument: A number n of type unsigned int. Returns: The factorial n! of type long double. Write two versions of the function, where the factorial is • calculated using a loop calculated recursively Test both functions by outputting the factorials of the numbers 0 to 20.Use the accumulator pattern to write a function my_max(data), which returns the maximum number in the list data. You may assume the list data contains at least one number. You are not allowed to use the max function. It is not necessary to sort the data and any calls to sort or sorted will be disallowed as well. For example: Test Result numbers = [11, 99, 3, -6] 99 print (my_max(numbers)) negatives = [-3, -5, -9, -10] -3 print (my_max(negatives))
- Write a function that returns the greatest common divisor (GCD) of integers in a list. Use the following function header:def gcd(numbers):Write a test program that prompts the user to enter five numbers, invokes the function to find the GCD of these numbers, and displays the GCD.*Coding language is Python Write a program that opens the productsales.txt file and reads the sales into a list. The program should output the following information, in this order: The total of all sales in the list The average of all sales in the list The lowest sale in the list The highest sale in the list NOTE: Your program should include at least one user-defined function, in addition to the main function. 4147 1594 2235 8433 10000 129 5555 7030 9764 7465 1111 4444 8954 2243 2895 1436 4978 5486 1436 9846 4789 8456 2497 2280 6375python exercise: 1. Write a Python function called generate_quiz_question that takes a list of quiz questions (represented as tuples of the question and answer) as input and returns a randomly selected question from the list. The function should also prompt the user to enter their answer to the question, and then check whether the user's answer is correct or not. If the user's answer is correct, the function should return True. Otherwise, it should return False. 2. Write a function is_palindrome(s) that takes a string s as input and returns True if s is a palindrome (i.e., reads the same backwards and forwards), and False otherwise 3. Write a Python function called get_top_students that takes the list of dictionaries as input and returns a dictionary containing the name and GPA of the top two students in the list. Each dictionary has the following keys: "name", "age", "major", and "gpa".
- O Launch Meeting Zoom 9 Is Everyone Really Equal? X Reading Response 6 - Goog X E Ch7: Oppression & Sexism 6 Thank you for downloading x du/courses/46018/assignments/294537 docstring explaining what it does! 1. count_perfect_squares This function takes a single argument, nums , which is a list of numbers. The function counts up how many of the numbers in the input list are "perfect squares", which is to say that they are a square of an integer. Sample calls should look like this: >>> count_perfect_squares ([2, 3, 4, 16, 100, 5, 1]) 4 >>> count_perfect_squares([]) >>> count_perfect_squares([13])PYTHON CODING This function takes a list of points and then returns a new list of points, which starts with the first point that was given in the list, and then followed by points closest to the start point. Here is the function that needs to be created: def solution_path(points) : # insert code here return path Please use any of the following function to develop the solution_path function Distance function - calculates the distance between two points def distance(p1, p2) : distance = sqrt (((p1 [0] - p2 [0]) **2) + ((p1 [1] - p2 [1]) **2)) return (distance) Find_closest function - calculates the closest point to the starting point def find_closest(start_point, remaining_points): closest_distance = 99999 for coordinate in remaining_points: dist = distance(start_point, coordinate) if(dist < closest_distance): closest_distance = dist closest_point = coordinate return closest_point Path_distance function -…Program 3 - List Practice Write a program that either: 1. Reads 10 integers from the user, or 2. Generates 10 integers between -10 and 10 randomly And then 1. Prints out the maximum integer 2. Print out the sum of the integers Without using built in functions such as max() or sum()