13) The vectors V,= -6--6-3-1) 0 = 51 V = 1 V,= are an orthogonal basis of vector space R3. Vector w= - 3 is in R. Write
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13) The vectors V,= -6--6-3-1) 0 = 51 V = 1 V,= are an orthogonal basis of vector space R3. Vector w= - 3 is in R. Write
13) The vectors V,= -6--6-3-1) 0 = 51 V = 1 V,= are an orthogonal basis of vector space R3. Vector w= - 3 is in R. Write was a linear combination of this basis: w = X,V, + X V2 + X3V3. (6 PTS) W = V3.
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