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CGP EDU Academic Team
Published on: August 14, 2026
The vector equation of a plane is a relation satisfied by position vectors of all the points on the plane. If P is a plane and 
is a unit vector through origin which is perpendicular to the plane P then vector equation of the plane must be 
. 
= d where d represents perpendicular distance of plane P from origin.
(i) If A is a point with position vector 
then perpendicular distance of A from the plane 
. 
= d must be –
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Ans.
(i)
Sol.
(ii)
Sol.
(iii)
Sol.
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