Question
1. (15/100) Give two vectors V1=[1, 2, 3]; V2= [1, 1,-1]; V3=(1,0, 1] 1.1. (10/100) Please...
![1. (15/100) Give two vectors V1=[1, 2, 3]; V2= [1, 1,-1]; V3=(1,0, 1] 1.1. (10/100) Please make Vi, V2 and V3 unit vectors an](http://img.homeworklib.com/questions/7a743760-ac74-11eb-9526-eb883b85b06d.png?x-oss-process=image/resize,w_560)
1. (15/100) Give two vectors V1=[1, 2, 3]; V2= [1, 1,-1]; V3=(1,0, 1] 1.1. (10/100) Please make Vi, V2 and V3 unit vectors and name the unit vectors U1, U2 and U3 accordingly. 1.2. (5/100) Are U1, U2 and U3 linearly independent?
Answers
Quel, V = [1,2,3] V-[1,2- V: 11,0,1] Unit vector for M it aj +32 = M, 6 Unit vector for & it ] - = M₂ a A. Hoit vector for = My 12 for unit vector Then Mi? | 1 a to 171 1-2. and For lineary Independent' let v be a Vector space d E F Then & V, tot in any = 0 Then v ip L.T.g out 4) + 0.0320 - 0 0 Then R R-22, R R. 3R, ܨܐܝ - ܨܐ ܝܨܐ Hence &, = 0 2=0, &z=0 It i8 LI,
![Quel, V = [1,2,3] V-[1,2- V: 11,0,1] Unit vector for M it aj +32 = M, 6 Unit vector for & it ] - = M₂ a A. Hoit vector for =](http://img.homeworklib.com/questions/08ad31e0-ac75-11eb-888d-15ed554ff759.png?x-oss-process=image/resize,w_560)
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