Introduction to Matrices#!#Order of a Matrix

Introduction of Matrices

Introduction of matrices | Types of matrices | Basic illustrations on matrices

Introduction OF Matrix || Types OF Matrices

Introduction OF Matrix and Types OF Matrices

Show that If the product of two matrices is a zero matrix, it is not necessary that one of the matrices is a zero matrix.

Polynomial functions of matrices | Determinant introduction | Order of determinant | Minor and cofactor of determinant

Introduction|Types Of Matrices|Equality Of Matirices|Algebra Of Matrices|Multiplication Of Matrices|Quesitons|OMR

Introduction |Order of determinant|Determinant of Matrix |Properties of Determinant |Previous year questions |Area of a Triangle

Introduction |Order of determinant|Determinant of Matrix |Properties of Determinant |Previous year questions |Area of a Triangle

If A, B are two non - singular matrices of order 3 and I is an identity matrix of order 3 such that "AA"^(T)=5I and 3A^(-)=2A^(T)-Aadj(4B) , then |B|^(2) is equal to (where A^(T) and adj(A) denote transpose and adjoint matrices of the matrix A respectively )