In `Delta` ABC A(6,8),B(3,4),C(-2,2) are its vertices. The bisector of `/_A` cuts BC at D. Find BD:CD.

In Delta ABC A(6,8),B(3,4),C(-2,2) are its vertices. The bisector of /_A cuts BC at D. Find the coordinates of D.

In triangle ABC,AD is the bisector of /_A , AB=10 cm, AC=5 cm. If BD=4 cm,find CD.

Let A (5,2), B (3,-3) and C (-4,3) be the vertices of a Delta ABC. Find the equation of BC

The vertices of a triangle are A (3, 7), B(3, 4) and C(5, 4). The equation of the bisector of the angle ABC is a) y = x+1 b) y = x-1 c) y= 3x - 5 d) y = x

Let A(2,3,4),B(4,3,2) and C(5,2,-1) be three points Find the area of the triangle ABC.

Let A (5,2), B (3,-3) and C (-4,3) be the vertices of a Delta ABC Find the length of the altitude from A to BC

A(1,2), B(6,4)' and 'C(8,9)' are the vertices of the parallelogram 'ABCD'. Find the co-ordinates of 'D'.

Prove that A(6,4),B(5,-2),C(7,-2) is an isosceles triangle. If D is the mid point of the side BC ,find the coordinates of D. Calculate the length of this median. Also find the coordinates of centroid.