Question

On the sides BC, CA, AB of AABC, points D, E, F are
taken in such a way that BD/DC = CE/EA = AF/FB =
2/1. Then the area of the triangle determined by the
lines AD, BE, CF is equal to m x area of AABC. Find
the value of m​

Answer 1

Answer:

dc/bd=f123

Step-by-step explanation:

first multiply your digits in pinters