If the image of the point (-4, 3, -5) in XZ-plane is
Q then the coordinates of Q is

Find the image of point: (-5,0,3) in the xz-planes.

If the image of point P(2, 3) in a line L is Q (4,5) then, the image of point R (0,0) in the same line is:

If the image of point P(2,3) in a line L is Q(4,5) then,the image of point R(0,0) in the same line is:

If X-coordinate of a point P on the line joining the points Q (2,2,1 ) and R(5,1,-2 ) is 4, then the z-coordinate of P is

If Q is the foot of the perpendicular from P(2, 4,3] on the line joining the points (1,2,4] and B(3,4,5} , then the coordinates of Q are

If L is the foot of the perpendicular from Q(-3, 6, 7) on the XY-plane, Then the coordinates of the point L is

If L is the foot of the perpendicular from Q(-3, 6, 7) on the XY-plane, Then the coordinates of the point L is

The image of the point P(3,5) w.r.t the line y=x is the point Q and the image of Q along the line y=0 is the point R(a, b), then (a, b)=

The coordinates of the point P are (-3,\ 2) . Find the coordinates of the point Q which lies on the line joining P and origin such that O P=O Q .