3 []--0----0 = = X= 6 Span{u₁, 1₂). (a) (6 pts) Determine whether S is an orthogonal set. (b) (8 pts) Express x as a lin
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3 []--0----0 = = X= 6 Span{u₁, 1₂). (a) (6 pts) Determine whether S is an orthogonal set. (b) (8 pts) Express x as a lin
3 []--0----0 = = X= 6 Span{u₁, 1₂). (a) (6 pts) Determine whether S is an orthogonal set. (b) (8 pts) Express x as a linear combination of the vectors in S. (c) (4 pts) Write x as the sum of a vector in W and a vector in W (d) (2 pts) Find the closest point in W to x and the closest distance. 2. Let u, = S = {u₁, U₂, us}, and W=
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