Question

How can a triangle be divided into two parts of equal area?

Answer 1

By drawing the median
if the two triangles are congruent then it will be proved that they have equal area

Answer 2

I'm giving the simple example for u to understand

Let DD be the midpoint of side BCBC of a ΔABC.ΔABC. Joining AD, we obtain two triangles ABD and ACD.,

Using the formula for the area of a triangle:

(ΔABD)= ah/4

Similarly (ΔACD)= ah/4
Therefore, clearly these two areas are equal.