Given that AD is the median on BC of `DeltaABC`,point on AD such that `AE=1/3 AD`. The line CE intersects AB at F. If `AF = 1.2 cm`, find the length of AB.

E is the mid-point of AD , a median of the Delta ABC . The extended BE intersects AC at F. prove that AF=(1)/(3)AC.

AD is a median of DeltaABC . Is AB + BC + CA gt 2AD ?

In a DeltaABC , AB = 5, AC = 6cm, BC = 8 cm. Find the lengh of median AD.

In DeltaABC , bisector of angleA intersects BC at D. If AB = 4 cm, AC = 3 cm and angleA = 60^(@) , then find the length of AD-

In Delta ABC , AD is a median and E is the midpoint of AD. BE is extended to intersect AC at F. Prove that AF = (1)/(3)AC .

In equilateral DeltaABC . D is chosen on AC so that AD=(1)/(3)AC , and E is chosen on BC so that CE = (1)/(3)BC . BD and AE intersect at F. Find the angle angleCFB ?

In a Delta ABC, AB=5, AC=6cm, BC=8 cm . Find the length of median AD.