compute B^t

Question

A=3 -2 5 0

    0 1 1 -3

 

B = 2 -2 1 4

      0 0 -3 2

Answer 1

In linear algebra, the transpose of a matrix simply switches the rows and columns. So the first column becomes the first row, second column second row, etc.

So if B= 2 -2 1 4
            0 0 -3 2

B^T=  2 0

       -2 0
        1 3
        4 2