In ΔABC,DE||AC,IFAD=2.4cm,DB=4cm,BE=5cm then find the length of BC
Let EC=x in the figure.
In ΔABC,DE∥AC
So,
BDDA=BEEC ( A line drawn parallel to one side of triangle divides other sides in the same ratio. )
42.4=5x
x=5×2.44
x=124=3 cm
Now,
BC=BE+EC=5+3=8 cm