Answer:
if a matrix 3 x 5 it does not imply that the column vector are linearly independent.
Explanation:
A 3 x 5 matrix represents a linear map [tex]R^5 to R^3[/tex]. we have 5 columns vectors of [tex]R^3[/tex]. they can never be linearly independent because the dimension of [tex]R^3[/tex] is 3.
