Welcome to this video, Test for consistency of system of linear equation | Unique solution | Rank method.
This video contains step by step illustration of the working rule of Solution of linear simultaneous equations. This topic is all known as the consistency of the system of linear equations by the rank method.

This video contains the TTest for consistency of system of linear equation | Unique solution | Rank method. This video gives the illustration of an example question that is inconsistent and possesses no solution.

This method consists of the following cases
1. Inconsistent system of equations
2. Consistent system for non-homogeneous equations
(I) Unique Solution
(ii) Infinitely many solutions.
All the cases described with a variety of example questions. in this series of videos. After watching these videos, you will be able to solve questions based on the test of consistency.





To watch all the videos on matrices, click on the link:

   • matrices engineering mathematics  

All video of Mathematics 1

   • Mathematics 1 RGPV  

In this video, Test for consistency | Matrix method to solve inconsistent system of linear equations. you will learn all cases of no solution, infinite solution, and unique solution with important questions with solution.


00:00 Introduction





Matrices playlist contains the following topics: Rank of a Matrix, Solution of Simultaneous Linear Equations by Elementary Transformation, Consistency of Equation, Eigen Values and Eigen, Vectors, Diagonalization of Matrices, Cayley-Hamilton theorem and its applications to find inverse.

This topic is very important for the students of class 12th, B.Sc, B.Tech., BBA, B.Com., B.Pharma, Diploma etc.


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Consistency of system of linear simultaneous equations by matrix method.

Consistency of system of linear simultaneous equations by rank method.

Inconsistency of system of linear simultaneous equations by matrix method.

Inconsistency of system of linear simultaneous equations by rank method.

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Consistency and inconsistency of system of linear simultaneous equations in matrices.

Consistency and inconsistency of system of linear simultaneous equations by rank method.

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