Incircle of radius 4 of a triangle ABC touches the side BC at D. If `BD=6 cm , DC=8 cm` and `Delta` be the area of triangle then `(Delta-3)^(1/4)`

In a Delta ABC it is given that AB=6 cm, AC=8 cm and AD is the bisector of angle A . Then BD:DC=?

If triangle ABC ~ triangle DEF, BC = 4 cm, EF = 5 cm and area triangle ABC = 80 cm^2 then area triangle DEF =

In the triangle ABC,the perpendicular AD, from the point A on the side BC meets the side BC at the point D. If BD=8cm , DC =2 cm andAD = 4 cm, then find the measure of /_ BAC .

In triangle ABC, D is a point in side BC such that 2BD=3DC . Prove that the area of triangle ABD = (3)/(5)xx "Area of" DeltaABC

Construct a triangle ABC in which AB = 5 cm, BC = 6-8 cm and median AD = 4.4 cm. Draw incircle of this triangle.

If ABC is a triangle and AD bisects, AB=4 cm, BD=6 cm, DC=8 cm then the value of AC=____.

In Delta ABC , AD is the bisector of /_ BAC . If AB = 8 cm , BD = 6 cm and DC = 3 cm , then find AC.

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