Find the vector equations of the coordinates planes.

Find the vector equation of the following planes whose Cartesian equations are 2x+3y-z-1=0

Find the vector equation of the following planes whose Cartesian equations are x+2y+3z+5=0

Find the vector equation of the following planes whose Cartesian equations are 2x+3y-z-1=0

Find the vector equation of the following planes whose Cartesian equations are x+2y+3z+5=0

Find the vector equations of the plane whose cartesian form of equation is 5x - 7x + 2z = 3.

The foot of perpendicular drawn from the point (-2,-1,-3) to the plane is: (1,-3,3) Find the vector equation of that plane.

The foot of perpendicular drawn from the origin to a plane is (2,5,7). Find the vector equations of the plane.

Find the vector equation of the plane whose Cartesian equation is 5y+8=0 . Find the direction cosines of the normal to the plane and its distance from the origin.

Find the vector equation of the plane whose cartesian form of equation is : 4x-6y+z=5

Find the vector equation of the plane whose cartesian form of equation is : 7x-6y+4z+9=0