Question: Given a set of vectors S = {V1, . . ., Vn} consider the coordinate linear map T : R -> V given by T(x1,

Given a set of vectors S = {V1, . . ., Vn}
Given a set of vectors S = {V1, . . ., Vn} consider the coordinate linear map T : R" -> V given by T(x1, . . . , In) = x1V1 + x2V2 + . . . + inVn. 1. What statement about T' corresponds to the statement V = Span {V1, . .., Vn}? 2. What statement about T' corresponds to the statement { V1, . . ., Vn} is linearly independent

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