D and e are points on side a b and ac of triangle ABC such that area of triangle DBC and area of triangle field E
BC prove that De is parallel to BC
Answers
Answered by
4
ar(∆DBC)=ar(∆EBC) (given)
DE || BC (when two triangles lie on the same base i.e. BC and are equal in are then they lie between the parallel lines)
Hence Proved.
DE || BC (when two triangles lie on the same base i.e. BC and are equal in are then they lie between the parallel lines)
Hence Proved.
Similar questions