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To solve the linear equation using Gauss Elimination Method
Program to solve the linear equation using Gauss Elimination Method, the complete algorithm for Gauss Elimination Method is given below. The Gauss Elimination process involves two techniques for solving linear equation. The first one is forming upper triangular matrix by forward elimination and the second is using backward substitution method to find the unknown values. //lab 6 to solve the linear equation using Gauss Elimination method. /* complete algorithm for Gauss Elimination Method 1.
To write a program to calculate the roots of a quadratic equation ie ax^2+bx+c=0
Provided three coefficients a, b & c; this program can calculate the roots of a quadratic equation ie ax^2+bx+c=0. Simply check the code (we encourage you NOT to copy paste this code to the editor) below with the one you wrote yourself. For the complete lab report including background theory, algorithm, flow chart, along with full downloadable pdf document, please go here. /************************************************ SUBJECT : NUMERICAL METHODS LAB 1: TO FIND THE ROOTS OF QUADRATIC ...
To calculate the value of an integer using Trapezoidal rule both when functional values are both given and values NOT given independently
Trapezoidal rule can be applied to find the value of a limiting integer programmatically in both cases whether individual functional values are given or not. A complete algorithm follows the both process below. /********* Trapezoidal rule complete algorithm 1. start 2. read n= no of intervals 3. read initial and final values ie a,b 4. h=(b-a)/n; 5. set x[0]=a; x[n]=b; 6. next element i= 1 to n-1 x[i]=x[i-1]+h 7.