In a triangle ABC, a line is drawn parallel to BC to meet AB at D and AC at E. DC and BE meet at X. Prove that:

(a) the triangles ADE and ABC are similar.

(b) the triangles DXE and BXC are similar.

(c) AD/AB = EX/XB

Question

In a triangle ABC, a line is drawn parallel to BC to meet AB at D and AC at E. DC and BE meet at X. Prove that:

(a) the triangles ADE and ABC are similar.

(b) the triangles DXE and BXC are similar.

(c) AD/AB = EX/XB

anonymous · Answer

|dw:1352035519191:dw|

chihiroasleaf · Answer

Are you sure that it's the figure for the question? :)

mayankdevnani · Answer

where is E         @Faris_Waleed

mayankdevnani · Answer

WRONG FIGURE OR WRONG QUESTION?      @Faris_Waleed

anonymous · Answer

Wrong figure

mayankdevnani · Answer

yaa

anonymous · Answer

Because I thought that this figure was for both questions in the book and it maybe for only for one question.

mayankdevnani · Answer

yaa   so post it new question