line segment DF intersect the side AC of a triangle ABC at the point E such that E is the mid-point of CA and ∠AEF = ∠AFE . Prove that BD / CD = BF / CE.

Sahay Sir > Question Answers > line segment DF intersect the side AC of a triangle ABC at the point E such that E is the mid-point of CA and ∠AEF = ∠AFE . Prove that BD / CD = BF / CE.
16. In Fig. 6.22, line segment DF intersect the side AC of a triangle ABC at the point E such that E is the mid-point of CA and ∠AEF = ∠AFE . Prove that BD / CD = BF / CE.
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16. In Fig. 6.22, line segment DF intersect the side AC of a triangle ABC at the point E such that E is the mid-point of CA and ∠AEF = ∠AFE . Prove that BD / CD = BF / CE. 16. In Fig. 6.22 line segment DF intersect the side AC of a triangle [...]
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Tags: 16. In Fig. 6.22 , line segment DF intersect the side AC of a triangle ABC at the point E such that E is the mid-point of CA and ∠AEF = ∠AFE . Prove that BD / CD = BF / CE. ,