Let D be a point on side BC of a triangle ABC and let l be a line parallel to AD through C meeting AB (or its extension)

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Let D be a point on side BC of a triangle ABC and let l be a line parallel to AD through C meeting AB (or its extension)

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Let D Be A Point On Side Bc Of A Triangle Abc And Let L Be A Line Parallel To Ad Through C Meeting Ab Or Its Extension 1
Let D Be A Point On Side Bc Of A Triangle Abc And Let L Be A Line Parallel To Ad Through C Meeting Ab Or Its Extension 1 (19.45 KiB) Viewed 50 times
Let D be a point on side BC of a triangle ABC and let l be a line parallel to AD through C meeting AB (or its extension) at E. Show that if AD is the internal bisector of ZBAC, then AB/AC = DB/DC.
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