Mathematics
In the figure of question 14, if E is the mid point of median AD, then prove that : Area (△ ABE) = 1/4 Area (△ ABC).
Related Questions
Show that :
(i) a diagonal divides a parallelogram into two triangles of equal area.
(ii) the ratio of the areas of two triangles of the same height is equal to the ratio of their bases.
(iii) the ratio of the areas of two triangles on the same base is equal to the ratio of their heights.
In the given figure; AD is median of △ ABC and E is any point on median AD. Prove that Area (△ ABE) = Area (△ ACE).
