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Homogenous Equation Solved by Matrix Method.

Welcome Students, In this Session we are going to study 📘 Homogeneous Equation Solved by Matrix Method we solve Homogeneous System of Linear Equations (AX = 0) using the Matrix Method. You will learn: ✔ How to write a system of equations in matrix form ✔ How to apply row operations (RREF method) ✔ Rank concept and pivot positions ✔ Condition for Unique Solution (Rank = Number of variables. ✔ Condition for Infinite Solutions (Rank is less than number of variables) Shortcut Method Using Determinant If determinant ≠ 0 → Only trivial solution If determinant = 0 → Infinite solutions exist Master this concept to score full marks in linear algebra questions! OUR PREVIOUS LECTURES Introduction To PDE    • Видео   Lagrange's PDE    • Lagrange's Partial Differential Equation   First standard Form    • First Standard form Of Partial  Differenti...   Third Standard form    • Third Standard Form of Partial Differentia...   Forth Standard form    • Fourth Standard Form Of Partial Differenti...   Differential calculus    • Total Revision Of Differential Calculus.    Derivative VS Integration Formulae    • Comparative Study Of Derivative & Integrat...   FOR MORE VIDEO'S LIKE ,SHARE & SUBSCRIBE OUR YOU TUBE CHANNEL All the best👍 Jay Hind