Given that `A(1,1)` and `B(2,-3)` are two points and `D` is a point on `A B` produced such that `A D=3A Bdot` Find the coordinates of `Ddot`

A(1, 1) and B(2,-3) are two points and D is a point on AB produced such that AD = 3AB. Find the co-ordinates of D.

Let A(2,-1,4) and B(0,2,-3) be the points and C be a point on AB produced such that 2AC=3AB , then the coordinates of C are

A (1, 0, 4), B (0, −11, 3), C (2, −3, 1) are three points and D is the foot of perpendicular form AonB Cdot Find the coordinates of Ddot

If A(-1,1)a n d\ B(2,3) are two fixed points, find the locus of a point P so that the area of Delta P A B=8s qdot units.

The points A (x_(1),y_(1)), B (x_(2),y_(2)) and C (x_(3),y_(3)) are the vertices of triangle ABC. (i) The median from A Meets Bc at D. Find the coordinates of the points D. (ii) Find the coordinates of the point P on Ad such that AP : PD = 2 : 1 . (iii) Find the coordinates of points Q and R on medians BE and CF, respectively such that BQ : QE=2 :1 and CR : RF =2 : 1 . What are the coordinates of the centroid of the triangle ABC?

In Figure, A C > A B\ a n d\ D is the point on A C such that A B=A Ddot Prove that B C > C D

If vec a , vec b are the position vectors of A , B respectively, find the position vector of a point C in A B produced such that A C=3A B and that a point D in B A produced such that B D=2B A .

If vec a , vec b are the position vectors of A , B respectively, find the position vector of a point C in A B produced such that A C=3A B and that a point D in B A produced such that B D=2B A .

If D is any point on the base B C produced, of an isosceles triangle A B C , prove that A D > A Bdot

Let A(3,2,0),\ B(5,3,2),\ C(-9,6,-3) be three points forming a triangle. The bisector A D\ of\ /_B A C meets sides in D. Find the coordinates of D.