Consider linearly independent vectors V\,V2........vp in a subspace V of R'1 and vectors
Chapter 3, Problem 65(choose chapter or problem)
Consider linearly independent vectors V\,V2........vp in a subspace V of R'1 and vectors w\, wj, ..., wq that span V. Show that there is a basis of V that consists of all the Vj and some of the wj. Hint: Find a basis of the image of the matrix
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