Transpose of a matrix

Transpose of matrix and its properties | Symmetric and skew symmetric matrice

If A + 2B = [[2,-4],[1,6]] A'+B'= [[1,2],[0,-1]] then A= (A' Transpose of matrix A)

find the transpose of the matrix A=[{:(1,3,-4),(0,2,1):}].

If the order of matrix A is m xx n, then the order of the transpose of matrix A is :

If A is a square matrix and |A|=2, then write the value of |AA'|, where A' is the transpose of matrix A

if A=[[1,3,-40,2,1]] then find out transpose of matrix A.

If A is a square matrix of order 2 and |A|=4 then find the value of |2AA'|, where A' is the transpose of matrix A.

If A is a square matrix of order 3 and A' denotes transpose of matrix A, A'.A^-1=I and det A=1, then det (A-1) must not equal to.

If matrix A=(1backslash2backslash3), ,write AA', where A' is the transpose of matrix A