Linear Algebra : Dual Space and Dual Basis
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Let β = {α1, α2, α3} be the basis for (complex) (C^3) defined by α1=(1,0-1), α2=(1,1,1), α3=(2,2,0). Find the dual basis of β showing all work.
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Dual Space and Dual Basis are investigated. The solution is detailed and well presented (see the attachment).
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