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Mathematics
Mathematics
Problem
For
u
=
⟨
3
,
−
2
,
1
⟩
\mathbf{u}=\langle 3,-2,1\rangle
u
=
⟨
3
,
−
2
,
1
⟩
and
v
=
⟨
−
6
,
4
,
−
2
⟩
\mathbf{v}=\langle -6,4,-2\rangle
v
=
⟨
−
6
,
4
,
−
2
⟩
, state whether the two vectors are parallel, orthogonal, or neither. Give a brief reason based on their dot product.
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