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Mathematics
Mathematics
Problem
A vector
u
⃗
=
k
i
+
k
j
+
k
k
\vec{u}=k\mathbf{i}+k\mathbf{j}+k\mathbf{k}
u
=
k
i
+
k
j
+
k
k
is obtained by multiplying each component of
v
⃗
=
i
+
j
+
k
\vec{v}=\mathbf{i}+\mathbf{j}+\mathbf{k}
v
=
i
+
j
+
k
by
k
>
0
k>0
k
>
0
. Explain whether the magnitude of
u
⃗
\vec{u}
u
equals
k
k
k
times the magnitude of
v
⃗
\vec{v}
v
.
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