If P be the point `(2,6, 3)` then the equation of the plane through P, at right angles to OP, where 'O' is the origin is

If P be the point (2,6,3) then the equation of the plane through P at right angle to OP, O being the origin is

Equation of the plane through P(2,2,-3) and perpendicular to OP, where O is the origin, is

If the axes are rectangular and P is the point (2, 3, -1), find the equation of the plane through P at right angle to O Pdot

If the axes are rectangular and P is the point (2, 3, -1), find the equation of the plane through P at right angle to O Pdot

The equation of the plane through P(x_(1),y_(1),z_(1)) and perpendicular to OP, (O being the origin) is

If O,P are the points (0,0,0), (2,3,-1) respectively. Then what is the equation to the plane through P at right angles to OP?

O is the origin and A is the point (a,b,c). Find the equation of the plane through A at right angles to oversetto(OA).

If O is the origin and the coordinates of A are (a ,b , c) . Find the direction cosines of O A and the equation of the plane through A at right angles to OA.

If O is the origin and the coordinates of A are (a ,b , c) . Find the direction cosines of O A and the equation of the plane through A at right angles to OA.