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Answer on Linear Algebra Question for Matthew Lind

Question #35165
We have W = {w^1,...,w^n} as a spanning set for a subspace S in R^j, and V = {v^1,...,v^m} a linearly independent subset of S. Let A be the matrix whose columns are the v^m, B the matrix whose columns are the w^n. Please show that there is an N by M matrix C such that A = BC.
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