Consider and remember that A = (0,4,2) , B = (6,-1,0), C = (3,0,1) 1) Determine the unit vector having the same direction as B – 2A + 2) Draw or sketch the vector that you get in number (1) 3) Determine scalars a, b and c such that aA+ bB = (c– 1)C. %3D

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Chapter5: Inner Product Spaces
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Consider and remember that A = (0,4,2) , B = (6,-1,0), C = (3,0,1)
1) Determine the unit vector having the same direction as B – 2A+ ÷C.
2) Draw or sketch the vector that you get in number (1)
3) Determine scalars a, b and c such that aA+bB = (c - 1)C.
%3D
Transcribed Image Text:Consider and remember that A = (0,4,2) , B = (6,-1,0), C = (3,0,1) 1) Determine the unit vector having the same direction as B – 2A+ ÷C. 2) Draw or sketch the vector that you get in number (1) 3) Determine scalars a, b and c such that aA+bB = (c - 1)C. %3D
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