In triangle abc ad is the median through a and e is the midpoint of ad , be is produced to meet at f .
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Step-by-step explanation:
Given:
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AD is the median of triangle ABC.
E is the mid point of AD.BE produced meet ad at F.
RTP ::AF=1/3AC.
Construction:From point D draw DG parallel to BF.
solution :
By mid point theorem we got F as the mid point of AG
-> AF=AG --------1
G as the mid point of CF
-> FG=GC--------------2
by one and two
AF = FG= GC ---------- 3
now , AF + FG + GC =AC
by the 3 rd equation
AF+AF+AF=AC
3×AF =AC
so 1/3 ac = af
hope this helped u dear ...!!!!!
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