What is the order of the product matrix?
`{:[(a),(b),(c )] [1,2,3]`

Write the order of the product matrix: {:[(1),(2),(3)] [2,3,4]

Find the inverse of the matrix : A = {:[(a,b),(c,(1+bc)/a)] .

Find the transpose of the matrix : A = {:[(a,b),(c,(1+bc)/a)]

Find the determinant of the matrix : A = {:[(a,b),(c,(1+bc)/a)]

Find the inverse of the matrix : A = {:[(a,b),(c,(1+bc)/a)] and show that : {:[(1/3,-2/3),(-2/3,1)]

Find the inverse of the matrix : A = {:[(a,b),(c,(1+bc)/a)] and show that : {:[(-5//2,3//2),(2,-1)]

Find the inverse of the matrix : A = {:[(a,b),(c,(1+bc)/a)] and show that : 1/7{:[(2,-1),(1,3)]

For what value of 'x', is the matrix: A = {:[(0,1,-2),(-1,0,3),(x,-3,0)] a skew-symmetric matrix.

If A is a matrix of order 3xx4 and B is a matrix of order 4xx3 , find the order of the matrix (AB).

Let A= [[1,0,0],[2,1,0],[3,2,1]] be a square matrix and C_(1), C_(2), C_(3) be three column matrices satisfying AC_(1) = [[1],[0],[0]], AC_(2) = [[2],[3],[0]] and AC_(3)= [[2],[3],[1]] of matrix B. If the matrix C= 1/3 (AcdotB). The ratio of the trace of the matrix B to the matrix C, is