solve this ques. pls tomorrow is my paper
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Let the intersecting point of DB and EF be G.
According to midpoint theorem, In triangle DAB,
AE/EA = DG/GB
Hence G is the midpoint of DB.
In triangle BDC,
BG/GD = BF/FC
So This implies that F is the midpoint of BC!
(According to midpoint theorem)
Cheers! Good luck with your paper tmw!
According to midpoint theorem, In triangle DAB,
AE/EA = DG/GB
Hence G is the midpoint of DB.
In triangle BDC,
BG/GD = BF/FC
So This implies that F is the midpoint of BC!
(According to midpoint theorem)
Cheers! Good luck with your paper tmw!
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