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Mathematics
Mathematics
Problem
For non-zero vectors
p
\mathbf{p}
p
and
q
\mathbf{q}
q
, the equality
p
−
q
=
q
−
p
\mathbf{p}-\mathbf{q}=\mathbf{q}-\mathbf{p}
p
−
q
=
q
−
p
holds if and only if a)
p
=
−
q
\mathbf{p}=-\mathbf{q}
p
=
−
q
b)
∣
p
∣
=
∣
q
∣
|\mathbf{p}|=|\mathbf{q}|
∣
p
∣
=
∣
q
∣
c)
p
=
q
\mathbf{p}=\mathbf{q}
p
=
q
d)
p
⋅
q
=
0
\mathbf{p}\cdot\mathbf{q}=0
p
⋅
q
=
0
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