If `A(2,-1)a n dB(6,5)` are two points, then find the ratio in which the food of the perpendicular from `(4,1)` to `A B` divides it.

If A(1, 2, 3), B(4, 5, 6) are two points, then the foot of the perpendicular from point B to the line joining the origin and point A is

Find the ratio in which the join of the points A(2,-1,3) and B(4,3,1) is divided by the point C(-4,-13,9)

Find the ratio in which the point P(x, 2) divides the join of A(12, 5) and B(4, -3).

Prove that the points ( 0,-1,-7) , (2,1,-9) and (6,5,-13) are collinear. Find the ratio in which the frist point divides the join of the other two.

The ratio in which the point P(6,-6) divides the join of A(1,4) and B(9,-12) is

Find the ratio in which the line segment joining the points (3,5,7) and (-2,4,6) is divided by YZ plane

What is the ratio in which point P(1, 2) divides the join of A(-2, 1) and B(7,4)?

Find the ratio in which the point C(5,9,-14) divided the join of A(2,-3,4) and B(3,1-2)

Prove that the points (0,-1,-7),(2,1,-9) and (6,5,-13 are collinear.Find the ratio in which first point divides the join of the other two.