PolyNodeClass.java:
public class PolyNodeClass{ private int coefficient; private int exponent; private PolyNodeClass next; //default constructor public PolyNodeClass(){} //overloaded constructor public PolyNodeClass(int coefficient, int exponent, PolyNodeClass next) { this.coefficient = coefficient; this.exponent = exponent; this.next = next; } //copy constructor public PolyNodeClass(PolyNodeClass polyNodeClass){ this.coefficient = polyNodeClass.coefficient; this.exponent = polyNodeClass.exponent; this.next = polyNodeClass.next; } public int getCoefficient() { return coefficient; } public void setCoefficient(int coefficient) { this.coefficient = coefficient; } public int getExponent() { return exponent; } public void setExponent(int exponent) { this.exponent = exponent; } public PolyNodeClass getNext() { return next; } public void setNext(PolyNodeClass next) { this.next = next; } @Override public String toString() { return "PolyNode: " + "coefficient=" + coefficient + ", exponent=" + exponent + ", next=" + next; } }
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PolynomialDataStructure.java:
public class PolynomialDataStructureClass{ private PolyNodeClass firstNode; public PolynomialDataStructureClass() { } public PolynomialDataStructureClass(PolyNodeClass firstNode) { this.firstNode = firstNode; } public PolynomialDataStructureClass(PolynomialDataStructureClass polynomialDataStructureClass) { this.firstNode = polynomialDataStructureClass.firstNode; } public PolyNodeClass getFirstNode() { return firstNode; } public void setFirstNode(PolyNodeClass firstNode) { this.firstNode = firstNode; } public boolean isEmpty(){ if(firstNode == null) return true; return false; } public void addPolyNodeFirst(int coefficient, int exponent){ PolyNodeClass node = new PolyNodeClass(coefficient, exponent, null); node.setNext(firstNode); firstNode = node; } public void addPolyNodeLast(int coefficient, int exponent){ PolyNodeClass node = new PolyNodeClass(coefficient, exponent, null); if(firstNode == null) firstNode = node; PolyNodeClass temp = firstNode; while(temp.getNext() != null){ temp = temp.getNext(); } temp.setNext(node); } public void addPolyNode(int coefficient, int exponent){ addPolyNodeLast(coefficient, exponent); } public static void addPolynomials(PolyNodeClass p1, PolyNodeClass p2){ System.out.println(p1); System.out.println(p2); p1.setCoefficient(p1.getCoefficient() + p2.getCoefficient()); p1.setExponent(p1.getExponent() + p2.getExponent()); System.out.println(p1); } @Override public String toString() { return "PolynomialDataStructureClass{" + "firstNode=" + firstNode + '}'; } } ------------------------------------------------------------------------
PolynomialDemoClass.java:
class PolynomialDemoClass{ public static void main(String[] args) { PolynomialDataStructureClass p1 = new PolynomialDataStructureClass(); p1.addPolyNodeFirst(10, 10); PolynomialDataStructureClass p2 = new PolynomialDataStructureClass(); p2.addPolyNodeFirst(20, 20); PolynomialDataStructureClass p3 = new PolynomialDataStructureClass(); PolynomialDataStructureClass p4 = new PolynomialDataStructureClass(); PolynomialDataStructureClass.addPolynomials(p1.getFirstNode(), p2.getFirstNode()); } }
The language is java if you coukd shiwnstep by step on how to get each section
java programming course use java import. Follow instructions and comments to explain the code thanks in advance Print L A polymomial can be represented as a linked list, where each node called a polyhede contoins the coefficient and the exponent of a term of the pelynomial For example, The pelynomial 4x-31-5 would be represented as the linked list 3 3xa Write a Polynomial class that has methods for creating a polhynomial, reading and writing a polynomial, and adding a pair...
each A polynomial may be represented as a linked list where each node contains the coefficient and exponent of a term of the polynomial. The polynomial 4X-3X-5 would be represented as the linked list. as the linked list the polnomial eql -5 0 Write a program system that reads two polynomials, stores them as linked lists, adds them together, and prints the result as a polynomial. The result should be a third linked list. Hint: Travers both polynomials. If a...
A polynomial p(x) is an expression in variable x which is in the form axn + bxn-1 + …. + jx + k, where a, b, …, j, k are real numbers, and n is a non-negative integer. n is called the degree of polynomial. Every term in a polynomial consists of a coefficient and an exponent. For example, for the first term axn, a is the coefficient and n is the exponent. This assignment is about representing and computing...
Create a class to represent a term in an algebraic expression. As defined here, a term consists of an integer coefficient and a nonnegative integer exponent. E.g. in the term 4x2, the coefficient is 4 and the exponent 2 in -6x8, the coefficient is -6 and the exponent 8 Your class will have a constructor that creates a Term object with a coefficient and exponent passed as parameters, and accessor methods that return the coefficient and the exponent. Your class...
Polynomial Using LinkedList class of Java Language Description: Implement a polynomial class using a LinkedList defined in Java (1) Define a polynomial that has the following methods for Polynomial a. public Polynomial() POSTCONDITION: Creates a polynomial represents 0 b. public Polynomial(double a0) POSTCONDITION: Creates a polynomial has a single x^0 term with coefficient a0 c. public Polynomial(Polynomial p) POSTCONDITION: Creates a polynomial is the copy of p d. public void add_to_coef(double amount, int exponent) POSTCONDITION: Adds the given amount to...
Please answer this in python 3, thank you. For this lab, you must define a class called Polynomial. This class definition must include the following methods: ._init_0- the initialiser for the class ._str_0- returns a formatted string representation of a Polynomial object add_term) - adds a new term (coefficient and exponent) to the Polynomial .addo-modifies the existing Polynomial by adding another one to it ._add_0-returns a new Polynomial object that is the sum of two polynomials scale) - scales a...
Using C++ language, write a code to implement the "evaluate function" described below using the given poly.cpp file and poly.h header file. (ignore the other 3 functions if asked) poly.cpp file: poly.h header file: You are asked to implement four functions for a data structure used to store polynomials. The data structure used for polynomials is a linked list that consists of terms where each term consists of a coefficient, an exponent and a pointer to the next term. A...
In JAVA, please In this module, you will combine your knowledge of class objects, inheritance and linked lists. You will need to first create an object class encapsulating a Trivia Game which INHERITS from Game. Game is the parent class with the following attributes: 1. description - which is a string 2. write the constructor, accessor, mutator and toString methods. Trivia is the subclass of Game with the additional attributes: 1. trivia game id - integer 2. ultimate prize money...
please answer this question in python 3 For this lab, you must define a class called Polynomial. This class definition must include the following methods: ._init_0- the initialiser for the class ._str_0- returns a formatted string representation of a Polynomial object add_term) - adds a new term (coefficient and exponent) to the Polynomial .addo-modifies the existing Polynomial by adding another one to it ._add_0-returns a new Polynomial object that is the sum of two polynomials scale) - scales a Polynomial...
C++ NEED AS SOON AS POSSIBLE! BigInt class is used for the mathematical operations that involve very big integer calculations that are outside the limit of all available primitive data types. For example, factorial of 100 contains 158 digits in it so we can’t store it in any primitive data type available. We can store as large Integer as we want in it. Your goal is to overload the operators for a generic “BigInt” class. You will need to write...