" (ii) "[[6,-2,2],[-2,3,-1],[2,-1,3]]

Express the following matrices as the sum of a symmetric and a skew symmetric matrix: : [[6,-2,2],[-2,3,-1],[2,-1,3]]

Express the following matrices as the sum of a Symmetric and a Skew Symmetric matrix. [[6,-2,2],[-2,3,-1],[2,-1,3]]

Express matrices as the sum of a symmetric and skew symmetric matrix [(6,-2,2),(-2,3,-1),(2,-1,3)]

Express the following as the sum of symmetric and skew - symmetric matrices : [(6,-2,2),(-2,3,-1),(2,-1,3)]

The value of lamda so that the matric A^(-1)-lamdaI is singular where A=[{:(6,-2,2),(-2,3,-1),(2,-1,3):}]

The value of lamda so that the matric A^(-1)lamdaI is singular where A=[{:(6,-2,2),(-2,3,-1),(2,-1,3):}]

Evaluate : if possible (i) [3,2] [{:(,2),(,0):}] (ii) [1 , -2] [{:(,-2,3),(,-1,4):}] (iii) [{:(,6,4),(,3,-1):}] [{:(,-1),(,3):}] (iv) [{:(,6,4),(,3,-1):}] [{:(,-1),(,3):}]

Find the rank of matrix : A= [[1,2,-2,3],[2,5,-4,6],[-1,-3,2,-2],[2,4,-1,6]]

Find the rank of the matrix [[1,2,-1,3],[2,4,1,-2],[3,6,3,-7]]