Question

1. In a triangle ABC (see figure), E is the
midpoint of median AD, show that
ar AABE ar AACE
AABE - at(1/4 ar triangle ABC)
​

Answer 1

Step-by-step explanation:

In Triangle ABC the median divides Triangle into two equal parts.

Therefore, ar(ABC) = 1/2AR(ABD)

In triangle ABD BE is the median Therefore ar(ABE) =

1/2ar(ABD)

Fro both the conclusion ar(ABE) = 1/4ar(ABC)

PROVED