In a `Delta ABC` , AD is the bisector of `angle A` meeting side BC at D, if AB=10 cm, AC =14 cm and BC=6 cm, find BD and DC.

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

In a Delta ABC , Adis the bisector of angle BAC . If AB=8 cm, BD=6 cm and DC=3 cm. The length of the side AC is

In Delta ABC, AB = AC and AD is the angle bisector hat(A) meeting BC at D. If BD = 2.5 cm. Find BC.

In Delta ABC, AD is the bisector of hat(A). AB = 20 cm, AC = 28 cm, BC = 12 cm Find DC.

Check whether AD is bisector of angle A of triangle ABC in each of the following . (i) AB = 4cm, AC = 6cm, BD = 1.6 cm , and CD = 2.4 cm (ii) AB = 6cm , AC =8cm , BD = 1.5 cm and CD = 3 cm

Draw DeltaABC , AB=AC=4cm, BC=6cm