JACOBI AND SEIDEL METHOD | ITERTIVE METHODS FOR SOLUTION OF SIMULTANEOUS ALGEBRIC EQUATIONS

In this lecture, we study the Jacobi Method and Gauss-Seidel Method, two important iterative numerical techniques used to solve systems of linear equations in Numerical Methods / Engineering Mathematics. This video explains: ✅ Concept of iterative methods ✅ Jacobi Method – theory + algorithm ✅ Gauss-Seidel Method – theory + algorithm ✅ Step-by-step numerical examples ✅ Convergence conditions ✅ Difference between Jacobi & Gauss-Seidel methods ✅ Exam-oriented problem solving This lecture is extremely useful for students of: 🎓 Diploma Engineering (GTU) 🎓 BTech / BE Engineering 🎓 BSc Mathematics 🎓 MSc Mathematics 🎓 IIT-JAM / NET / GATE aspirants 📚 Topics Covered System of linear equations Iterative methods Jacobi iteration method Gauss-Seidel iteration method Convergence criteria Numerical solutions Engineering mathematics applications 🎯 Ideal For GTU Diploma students, engineering students, competitive exam aspirants, and anyone learning Numerical Methods. 🔔 Subscribe for more lectures on: Numerical Methods | Engineering Mathematics | Linear Algebra | Calculus | Differential Equations | Trigonometry | Coordinate Geometry | Graph Theory #NumericalMethods #JacobiMethod #GaussSeidelMethod #EngineeringMathematics #IterativeMethods #GTUDiploma #EngineeringMaths #BScMaths #GATE #IITJAM #NET