Suppose that Ais the matrix of linear transformation T : V W with respect to bases G and
Chapter 9, Problem 50(choose chapter or problem)
Suppose that Ais the matrix of linear transformation T : V W with respect to bases G and Q, respectively.(a) Show that v is in the kernel of T if and only if vG is in the nullspace of A.(b) Show that w is in the range of T if and only if wQ is in thecolumn space of A.
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