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Polynomial representation Using Array

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Polynomials are fundamental mathematical expressions used extensively in various fields. Representing them efficiently in programming is crucial for calculations and manipulations. This section introduces polynomial representation using arrays, a method that stores each term’s coefficient and exponent in a sequential manner, suitable for beginners in computer programming or mathematics. Array-Based Representation of Polynomials Implementing Polynomial … Read more

Multiplication of Single Variable Polynomial : Algorithm and Program

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Multiplication of single-variable polynomials is a fundamental operation in polynomial algebra. The process involves multiplying each term of one polynomial by each term of the other and then combining like terms. Here’s a detailed explanation of the algorithm followed by a C program to demonstrate it. Algorithm for Polynomial Multiplication Certainly! Let’s go through the … Read more

Subtraction of Single variable Polynomial : Algorithm and Program

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Subtracting single-variable polynomials involves reducing each corresponding term of the polynomials from each other. This process is similar to addition, with the only difference being the subtraction operation. Steps in Subtracting Single-Variable Polynomials Polynomial Subtraction Example: Let’s illustrate this with an example: Polynomial A: 7x^3 + 5x^2 + 4x + 9Polynomial B: 3x^3 + 2x … Read more

Addition of Single variable Polynomial : Program and Algorithm

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The addition of single-variable polynomials is a fundamental concept in algebra, often encountered in mathematics and computer science. Let’s break down this process into easy-to-understand steps. Understanding Single-Variable Polynomials A single-variable polynomial is an algebraic expression composed of terms. Each term has a coefficient (a number) and a variable (such as x) raised to an … Read more

Polynomial Representation Using Linked List

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Polynomial representation using linked lists is a critical concept in computer science and mathematics. In this guide, we explore how linked lists can effectively represent polynomials, especially in situations where polynomials are sparse (i.e., have many zero coefficients). Unlike arrays, linked lists provide a dynamic and memory-efficient way of representing polynomials, making operations like addition, … Read more

Delete node at given location in Doubly Circular Linked List

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In this tutorial we will learn writing Algorithm and Program to delete a node from beginning on Doubly Circular Linked List. Algorithm to Delete a Node at Specified Location in a Doubly Circular Linked List Example Initial State of the List Step 1: Check if the List is Empty Step 2: Single Node Case Step … Read more

Search on Doubly Circular Linked List

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In this tutorial we will learn writing Algorithm and program to perform the search operation on Doubly Circular Linked List. Algorithm to Perform Search on Doubly Circular Linked List Example Steps Initial State Step 1: Start at the Head Step 2: Check if the List is Empty Step 3: Traverse the List (Searching for 20) … Read more

Insertion in Doubly Circular Linked List at Given Location

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In this tutorial we will learn writing Algorithm and Program to insert a node in doubly circular linked list at the given location. Algorithm to Insert a Node at Specific Location in Doubly Circular Linked List Step 1: Create a New Node Step 2: Check for an Empty List Step 3: Insert the Node at … Read more