Distance of a point from plane (vector + cartesian)

Perpendicular distance of a point from line in vector and cartesian form

Distance of a point from plane parallel to a line

A point which lie in yz plane,the sum of co- ordinate is 3, if distance of point from xz plane is twice the distance of point from xy plane, then co-ordinates are

Equation of a plane parallel to a given plane(vector + cartesian)

Angle between 2 planes || Angle between a plane & a line || Distance OF a point from plane & normal form OF plane

Equation of point passing through 3 points in vector + cartesian

Write the distance of the point from plane.

Normal form || Intercept form || Parallel plane || Distance OF a point from a plane || Distance between two parallel planes|| Equation OF bisector plane

The foot of the perpendicular drawn from the origin to a plane is (4,-2,-5) . Find the equation of the plane in (i) vector form, ii) Cartesian form.

Shortest distance between two skew lines in vector + cartesian form