Respuesta :
E is the midpoint so it's HALF of DF
Since it's half that means DE and EF have the same length.
Therefore DE multiplied by 2 is DF.
Considering DF is the full length.
Since it's half that means DE and EF have the same length.
Therefore DE multiplied by 2 is DF.
Considering DF is the full length.
Answer:
2DE = DF.
Hence Proved.
Step-by-step explanation:
Given : E is the midpoint of DF.
To Prove : 2DE = DF
Proof :
We have given a line DF .
D____________F.
Mid point = E
Mid point : It is that point that divide the line in to two equal parts .
D______E______F.
So, DE = EF.
We can say DE= [tex]\frac{1}{2}DF[/tex].
On multiplying both sides by 2.
2DE = DF.
Hence Proved.
Therefore, 2DE = DF.
Hence Proved.
