Lecture 16 (Apr 9)
Definition: Image and range of a linear transformation.
If L(x)=Ax, then
(1) ker(L)=N(A)=Null space of A
(2) L(Rn)=column space of A
Matrix representation of linear transformation.
If L(x)=Ax, then
(1) ker(L)=N(A)=Null space of A
(2) L(Rn)=column space of A
Matrix representation of linear transformation.
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