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Question 1201c
Vectors I: Basics, Dot and Cross Products
Parallel Vectors
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Find a vector
a
{\mathbf{a}}
a
that is parallel to
b
=
(
−
2
1
−
4
)
\mathbf{b} = \begin{pmatrix} - 2 \\ 1 \\ - 4 \end{pmatrix}
b
=
−
2
1
−
4
such that
a
≠
b
.
{\mathbf{a}\neq \mathbf{b}.}
a
=
b
.
Attempt
a
=
{\mathbf{a}= }
a
=
(
{\Biggl(}
(
)
{\Biggr)}
)
Answer
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