How to do this one?pls answer briefly
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Heya user
Here is your answer !!
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In ∆EDF , EB is the median .
So , its bisects DF .
So ,DB = BF
and BF = 1/2 DF .
Also , DA is the median .
So , AF = 1/2 EF
Now , in the ∆EBF ,
A is the midpoint of EF . ( as AF = 1/2 EF )
AC || EB .
So , C is the midpoint of BF ( converse midpoint theorem ) .
So , CF = 1/2 BF
=> CF = 1/2 ( 1/2 DF )
=> CF = 1/4 DF . [ Proved ] .
___________
Hope it helps !!
Here is your answer !!
___________
In ∆EDF , EB is the median .
So , its bisects DF .
So ,DB = BF
and BF = 1/2 DF .
Also , DA is the median .
So , AF = 1/2 EF
Now , in the ∆EBF ,
A is the midpoint of EF . ( as AF = 1/2 EF )
AC || EB .
So , C is the midpoint of BF ( converse midpoint theorem ) .
So , CF = 1/2 BF
=> CF = 1/2 ( 1/2 DF )
=> CF = 1/4 DF . [ Proved ] .
___________
Hope it helps !!
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