show that median of a triangle divides it into two triangles at equal areas
Answers
Answer:
Step-by-step explanation:
Triangle ABC in such a way that it seems to you that a b is smaller than the side AC then draw median aD and then draw a perpendicular hey I just make sure that you should not make the perpendicular and median the same let it be as a different position then only it will be easier to solve so from the above figure we can find that triangle ABC in which area the median and perpendicular is drawn from the line on the line BC
When we have to prove that area of triangle ABC which is on the one side of the medium is equal to the area of triangle ABC which is on the other side of the median
You can write and construction as a is drawn perpendicular toBC
┏─━─━─━─━∞◆∞━─━─━─━─┓ ✭✮ӇЄƦЄ ƖƧ ƳƠƲƦ ƛƝƧƜЄƦ✮✭ ┗─━─━─━─━∞◆∞━─━─━─━─┛
➧ See the attachment (In Pic).
