Homogenous Equation Solved by Matrix Method.
Автор: Vrushali's Maths Academy
Загружено: 2026-02-14
Просмотров: 48
Описание:
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
Повторяем попытку...
Доступные форматы для скачивания:
Скачать видео
-
Информация по загрузке: