Webonly when a 1 = a 2 =... = a n = 0. (After all, any linear combination of three vectors in R 3, when each is multiplied by the scalar 0, is going to be yield the zero vector!) So you have, in fact, shown linear independence. And any set of three linearly independent vectors in R 3 spans R 3. Hence your set of vectors is indeed a basis for R 3. Web19 Apr 2024 · Acknowledging the wide and substantial impact of ICH E6, the ICH Management Committee is making available a draft, work-in-progress version of the updated principles that are currently under development by the ICH E6 (R3) Expert Working Group (EWG). The principles are interdependent and should be considered in their totality to …

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