Matrices And Determinants|Finding Inverse Of A Matrix

Adjoint and Inverse of a Matrix

Transpose and Inverse of a Matrix

Addition OF Matrix || Properties OF Addition OF Matrix|| Inverse OF Matrix

Adition OF matrix and its properties || Inverse OF matrix

Find the inverse of each of the matrices given below : Obtain the inverse of the matrics [(1,p,0),(0,1,p),(0,0,1)] and [(1,0,0),(q,1,0),(0,q,1)] . And, hence find the inverse of the matrix [((1+pq),p,0),(q,(1+pq),p),(0,q,1)] . Let the first two matrices be A and B. Then, the third matrix is AB. Now, (AB)^(-1)=(B^(-1)A^(-1))

Adjoint OF a matrix || Inverse OF a matrix

Addition Of Matrices|Exercise Questions|Multiplication Of A Matrix By A Scalar|Negative Of A Matrix|Difference Of Matrices|Exercise Questions|OMR

Let A be a matrix such that A^(k)=0 where k in N(O represent zero matrix) and B is a matrix such that B=|-A then find the inverse of matrix B

Find the inverse of the matrix [2-134]