class BoardGame:     def __initializer__(self, name, genre,…

class BoardGame:     def __initializer__(self, name, genre, playtime):        self.name = name        self.genre = genre        self.playtime = playtime     def __init__(self, name, genre, playtime):        self.name = name        self.genre = genre        self.playtime = playtime     def __str__(self):        return “BoardGame: ” + self.name + ” | Genre: ” + self.genre + ” | Playtime: ” + str(self.playtime) + ” minutes” Which method(s) is/are automatically executed when an object of a class is created in memory?

You have an external file named students_data.txt with two c…

You have an external file named students_data.txt with two columns: name and major, like the following:  Alice,MISBob,FinanceCharlie,MarketingDan,MISEdward,Finance Please complete the code below so that your code can create an object for each student in the “MIS” major. Each blank is 3 pts.  class Student:     def __init__(self, name):         self.__name = nameclass MIS(Student): # Complete the __init__ for MIS subclass, ensuring it inherits from Student, and creating a new attribute “major” def __init__(self, name, major): # Call the __init__ of the superclass [q1] # Set the major attribute using the correct parameter, specifically for this subclass [q2] # Assume that the following main program is in the same script. def main(): students = open(‘students_data.txt’, ‘r’)    student_dict = {} for student in students: ### Explanation: The following code processes student by splitting the first and second element into name and major name, major = student.rstrip(‘\n’).split(‘,’) ### Complete the “if” condition so that this code creates objects only for MIS students [q3] #Create an object, named “stu”, for MIS student (based on the name and major in the current iteration). [q4] #Insert a key-value pair into student_dict, where the key is the name and the value is the stu object. [q5]main()

You calculate specific allele frequencies for your populatio…

You calculate specific allele frequencies for your population of frogs using the Hardy-Weinberg Equilibrium equation and then compare those calculations to the observed allele frequences of your population. You find that the calculated allele frequencies (predicted frequencies) do NOT match the observed allele frequencies. You conclude that your frog population is likely . 

Consider the following warehouse with square storage grids n…

Consider the following warehouse with square storage grids numbered 1 through 20. All pallets enter through port 1 (SW corner, gird id#1). 40% of the pallets depart through port 2 (SE corner, grid#4 ) and 60% use port 3 (NW corner, grid#13). Two product types are stored.  Product type 1 requires 4 grids and product type 2 requires 16. Total product throughput is 20 pallets per day for product type 1 and 40 pallets per day for product type 2. Each grid is 1 x 1. In which grids should you store product type 1 (select all grid numbers applicable)? (Note: You must show your computations for at least one grid location). (10 pts) Port 3 (0,4) 16 17 18 19 20 11 12 13 14 15 6 7 8 9 10 1 2 3 4 5 Port 1 (0,0)              Port 2 (5,0)