Answer to Question #1211 in Linear Algebra for huihui
||u|| and ||v|| denote their respective lengths, and.&
||u – v|| denotes difference between u and v.
If ||u||=1 and ||v||=1 and ||u – v|| = ,& & then the u and v are&
& i. orthogonal&
& ii. Linearly independent&
& iii. Both i. and ii.&
& iv. All of them
2 = 2 + 2 cos(α);
cos(α) = 0;
α = 90;
The vectors are orthogonal and then linear independent.
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