If A is `(m xx n)` matrix then `A^(T)` will be a matrix of the type :

If A is square matrix then A A^(T) is . . . . Matrix

If A is any m xx n matrix, then A^2 can be found only when

If A is a square matrix then A-A^(T) is a . . . . . .. Matrix

If A is an m xx n matrix and B is n xx p matrix does AB exist? If yes,write its order.

If A is a 3xx4 matrix and B is a matrix such that both A^(T) B and BA^(T) are defined, what is the order of the matrix B?

If A is 3 xx 4 matrix and B is a matrix such that A^(1)B and B A^(1) are both defined, then B is of the type

If A is a matrix of order 5xx2 and B is a matrix of order 2xx5 , then the order of matrix (BA)^T is equal to :

If A is a matrix of order 3xx2 and B is a matrix of order 2xx3 , then the order of matrix (BA)^T is equal to :