International Journal of Technology

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Inverse of Matrices and Solution of Linear Equations


Affiliations
1 Govt. College, Bhoranj (Tarkwari), District Hamirpur (H.P.), India
     

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In this paper, an algebraic method has been given to find the inverse of a non-singular square matrix and on the basis of this method, a short cut to find inverse of a non-singular square matrix has been given. A method is given to solve a system of non-homogeneous linear equations in n unknowns by reducing it into system of non-homogeneous linear equations in n-1 unknowns.

Keywords

Inverse, Co-Factor, Adjoint, Non-Singular, Linear, Non-Homogeneous.
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  • Inverse of Matrices and Solution of Linear Equations

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Authors

Jagjit Singh
Govt. College, Bhoranj (Tarkwari), District Hamirpur (H.P.), India

Abstract


In this paper, an algebraic method has been given to find the inverse of a non-singular square matrix and on the basis of this method, a short cut to find inverse of a non-singular square matrix has been given. A method is given to solve a system of non-homogeneous linear equations in n unknowns by reducing it into system of non-homogeneous linear equations in n-1 unknowns.

Keywords


Inverse, Co-Factor, Adjoint, Non-Singular, Linear, Non-Homogeneous.