Recent content by h4v0k

Would this be [[1,0,0,1],[1,0,0,1],[1,0,0,1],[1,0,0,1]]?

It appears it isn't [[1,0][1,0]] then [[0,1][0,1]], [[1,0][1,0]], and [[0,1][0,1]]

Sorry, the same matrix A times first basis matrix is [[1,0][0,0]] then [[0,0][1,0]], [[0,1][0,0]], and [[0,0][0,1]]

Doesn't this still produce the same vector?

Still confused on this one

Did just what you said.

Homework Statement Let A_{2x2} have all entries=1 and let T: M_{2x2}\rightarrowM_{2x2} be the linear transformation defined by T(B)=AB for all B\inM_{2x2} Find the matrix C=[T]s,s, where S is the standard basis for M_{2x2} My solution: Standard basis for M_{2x2}={(1,0),(0,1)}...

(Solved) Solved. Thanks. Anyone know how to delete the thread?