Kunze Linear Algebra · Problem 3.4.3

Linear Transformations

Mathematics — Methods · column-space-and-range

Problem

Let TT be a linear operator on FnF^n, let AA be the matrix of TT in the standard ordered basis for FnF^n, and let WW be the subspace of FnF^n spanned by the column vectors of AA. What does WW have to do with TT?

Related theory

Browse the problem library