Write your own computer code to implement the Simplex Tableau approach. You may choose any computer language that you are comfortable with. Please include a pseudocode¹, together with your computer code and computer output in your submitted work. Maximize: 30 X1 + 50 X2 Subject to: 3X1 +5X2+X3 =18. X1 +X4 =4. 2X2+X5=12. X1, X2, X3, X4, X5 >= 0.
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- Add the data types character and string to the NICE language. Describe the operations that are needed to manipulate them.Write a program that commits a dynamic semantic error (e.g., division by zero, access off the end of an array, dereference of a null pointer). What happens when you run this program? Does the compiler give you options to control what happens? Devise an experiment to evaluate the cost of runtime semantic checks. If possible, try this exercise with more than one language or compiler.Assignment 4 In this assignment, you will implement your own interpreter pattern to check a given sentence complies with the sentence requirements given below. Your implementation make sure to do necessary corrections on the sentence. Sentence Requirements: • Every sentence starts with a capital letter. • No sentence can start with a number. • Every sentence ends with a period “.”. • No consecutive words can be same. An exemplary sentence and its corrected version: “ 1 this is is a a sample sentence” Corrected sentence: “This is a sample sentence.” Deliverable: Your Java source code with appropriate design and classes/interface(s).
- Note: Please Answer in java only Ron has a very good knowledge of graphs and relationships. So he is given a question to solve it using a programming language. The coordinates of centres of these squares are (x1, a/2), (x2, a/2) and (x3, a/2) respectively. All of them are placed with one of their sides resting on the x-axis. You are allowed to move the centres of each of these squares along the x-axis (either to the left or to the right) by a distance of at most K. Find the maximum possible area of intersections of all these three squares that you can achieve. That is, the maximum area of the region which is part of all the three squares in the final configuration. Input 1 10 123 Output 0.00000Write the code in Java language The problem states that there are five philosophers sitting around a circular table. The philosophers must alternatively think and eat. Each philosopher has a bowl of food in front of them, and they require a fork in each hand to eat. However, there are only five forks available. You need to design a solution where each philosopher can eat their food without causing a deadlock.Implement a C++ program to develop a class Library. Library contains pile of books as array and each book comprises of ISBN, Name, Author Name, Publisher Name, Issue Date, Return Date. A library will contain more than 50 books. please also write comments
- i need help calculating the state with the fewest number of disease cases on java code that runs through a data set.Describe the benefits of employing polymorphism in Java. Are there any drawbacks? If there are any, please list them.In JSON, anything that is surrounded by curly braces { } is considered Select one: a. Attribute b. Array c. Value d. Object
- What is Encapsulation as it pertains to OOP?Give an example of "struct","typedef" and explain them.During tough times like these, investment becomes more uncertain with more dangers. To solve it, we might try to train a model to decide when to buy or sell. Therefore, to provide it with correct data, we plan to design an algorithm that answers: what is the perfect moment to buy and when to sell to maximize your profit? Assume you must buy Input: changes : array listing changes in the prices, where indices represent days; it has at least two values Output: i : index of the change before which we buy j: index of the change before which we sell maxProfit : the profit of this interval Example: Assume the below table contains the prices of a particular stock over days prices changes Day Value 50 1 63 13 70 7 3 40 -30 55 15 65 10 6 60 -5 7 72 12 8 79 7 9 68 -11 10 74 6 Therefore, the output of maxProfit([13,7,-30,15,10, -5,12,7, -11,6]) should be (3, 7, 39) . This is because our maximum profit would be 39 when we buy the stock at day 4, index of 3, and sell after day 8, index of 7. Then,…