In a triangle ABC, the internal angle bisector of `/_ABC` meets AC at K. If `BC = 2, CK = 1 and BK =(3sqrt2)/2`, then find the length of side AB.

In a triangle ABC,the internal angle bisector of /_ABC meets AC at K. If BC=2,CK=1 and BK=(3sqrt(2))/(2), then find the length of side AB.

In a triangle ABC, the angle bisector BD of angleB intersects AC in D. Suppose BC=2, CD=1 and BD=(3)/(sqrt(2)) . The perimeter of the triangle ABC is

In a Delta ABC , AD is the internal bisector of angle A , meeting BC at D . If AB = 5.6 cm, AC = 6cm and DC = 3 cm , find BC

ABC is a triangle and the internal angle bisector of angle A cuts the side BC at D. If A=(3,-5), B(-3,3), C=(-1,-2) then find the length AD

ABC is a triangle and the internal angle bisector of angle A cuts the side BC at D. If A=(3,-5), B(-3,3), C=(-1,-2) then find the length AD