This repository contains a collection of data structures and algorithms implemented in various programming languages. It is designed to help learners understand key concepts through hands-on examples. Contributions and improvements are welcome!
Polynomial multiplication using singly linked lists
Write a C++ program to multiply two polynomials using singly linked lists. Each polynomial should be represented as a linked list where each node contains a coefficient and an exponent for a term. The program should take user input for two polynomials, perform the multiplication, and display the result.
Polynomial Representation:
A polynomial is represented using a singly linked list. Each node in the list contains an integer coefficient for the coefficient of the term and an integer exponent for the exponent of the term. A pointer links the next node in the list.
Tasks:
1) Implement a function to multiply two polynomials (stored as linked lists).
2) Store the result in a new linked list, combining like terms.
Input:
First polynomial: number of terms, followed by coefficient and exponent pairs.
Second polynomial: number of terms, followed by coefficient and exponent pairs.
Output:
Print the first and second polynomials in standard format.
Print the resulting polynomial after multiplication, simplified.
If both polynomials are zero, print "Both polynomials are empty."
Idea Title
Polynomial Multiplication Using Linked Lists
Idea Description
Polynomial multiplication using singly linked lists
Write a C++ program to multiply two polynomials using singly linked lists. Each polynomial should be represented as a linked list where each node contains a coefficient and an exponent for a term. The program should take user input for two polynomials, perform the multiplication, and display the result.
Polynomial Representation: A polynomial is represented using a singly linked list. Each node in the list contains an integer coefficient for the coefficient of the term and an integer exponent for the exponent of the term. A pointer links the next node in the list.
Tasks: 1) Implement a function to multiply two polynomials (stored as linked lists). 2) Store the result in a new linked list, combining like terms.
Input:
Output:
Potential Benefits
Implementation Suggestions (Optional)
No response