If \(\vec{p}\times\vec{q}\ =\ \vec{q}\times \vec{r}\) where p, q and r are coplanar vectors, then for some scalar k 

1
\(\vec{p}\ +\ \vec{r}\ =\ k\vec{q}\)
2
\(\vec{p}\ +\ \vec{q}\ =\ k\vec{r}\)
3
\(\vec{q}\ +\ \vec{r}\ =\ k\vec{p}\)
4
None of these

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