Show that four points whose position vectors are
are coplanar.
Formula : -
and
then![]()

(iii) Three vectors
are coplanar if and only if![]()
(iv) If
and
then,
let
![]()
![]()
![]()
![]()
The four points are coplanar if the vector
are coplanar.

now, using

= 10(100 + 12) + 12( – 60 – 24) – 4( – 12 + 40) = 0.
hence the point are coplanar
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