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Answer:
given= AE ll BD ,
AF and BC bisector of <EAB
and <ABD respectively means <EAF =< FAB and <ABC = <CBD
to prove=AF ll BC
proof= given that AE ll BD
so, alternate angle equal
< EAB = <ABD
halves of both is also equal
1/2< EAB = 1/2<ACD
half of <EAB is <FAB and half of < ABD is < ABC
so, <FAB= <ABC
but these are alternate angle of line AF and BC
so alternate angles are equal so, line
AF parallel to line BC
AF ll BC
.
.
hope you understand
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