SOLUTION: Suppose u and v are orthogonal vectors in R . If ∥u∥ = ∥v∥ = 1 then find d(u, v).
Algebra.Com
Question 1165598: Suppose u and v are orthogonal vectors in R . If ∥u∥ = ∥v∥ = 1 then find d(u, v).
Answer by ikleyn(52778) (Show Source): You can put this solution on YOUR website!
.
It depends on how you define this value d(u,v).
RELATED QUESTIONS
Find u * v and are these vectors orthogonal? If u = i+j and v =... (answered by ikleyn)
1)u×u>=0 and u×u=0 if and only if u=0 prove theorem?
2)Show that there are no vectors u... (answered by lynnlo)
Please help me ㅠㅠ help me
1)u×u>=0 and u×u=0 if and only if u=0 prove... (answered by lynnlo)
1)u×u>=0 and u×u=0 if and only if u=0 prove theorem?
2)Show that there are no vectors u... (answered by lynnlo)
If u, v and w are unit vectors and satisfy condition u + v + w = 0 then find u.v + u.w +... (answered by ikleyn)
u: <3, -1>
v: <4, 3>
w: <⅔ , -8/9 >
Which vectors involve right angles?
A.) u... (answered by KMST)
Determine whether the vectors u and v are parallel, orthogonal, or neither.
u = <6,... (answered by Fombitz,ikleyn)
Find |u|, |v|, |2u|, |1/2v|, |u+v|, |u-v| and |u|-|v|.
u=<10,-1>
v=<-2,2>
Please... (answered by Fombitz)
Determine whether the vectors u and v are parallel, orthogonal, or neither.
u = <1,... (answered by ikleyn)