Question

in in triangle ABC is the midpoint of median a d show that area of triangle b e d is equals to one fourth area of ABC

Answer 1

as a median divides a triangle into 2 triangles of equal area hence area of adb=area of adc . As e is the midpoint of ad hence in triangle bda BE is the median hence area of triangle bde = area of triangle bea therefore area of bed =one fourth of the area of triangle abc
hope it is correct