The points P,Q,R are chosen on the sides of a AB, AC, BC on a triangle ABC such that PQ,QR,RP divide ABC into four similar triangles. Show that at least two of these must be congruent.

Question

anonymous · Answer

Do you have any picture for your question ?

anonymous · Answer

@Dahlioz

anonymous · Answer

No, sorry

anonymous · Answer

This is a difficult problem

anonymous · Answer

No !
But if you can draw a picture of this its very good caz your question inst clear :)
Thank you !:)

anonymous · Answer

Don't know if it would be correct, this is the only information included in the original question

anonymous · Answer

The points P,Q,R are respectively chosen on the sides of a AB, AC, BC on a triangle ABC????

anonymous · Answer

Yes, let's say P is on AB, Q on AC, and R on BC, since the letters are arbitrary