= [4] Do the vectors V = and V Given the vectors V = = G...

  

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= [4] Do the vectors V₁ = and V₂ Given the vectors V = = G for a basis for R²? Explain. [] and W = Decompose w into components u and u- = [55], find the orthogonal projection u of w onto v. For V find 2 [1/√2 and w= 3 u = projv, w, where V₁ is the set of all 2D vectors kv, and find ut =w - projv,w. = [4] Do the vectors V₁ = and V₂ Given the vectors V = = G for a basis for R²? Explain. [] and W = Decompose w into components u and u- = [55], find the orthogonal projection u of w onto v. For V find 2 [1/√2 and w= 3 u = projv, w, where V₁ is the set of all 2D vectors kv, and find ut =w - projv,w.