33. In triangle ABC, AC=3AB.If AD bisects angle A with D lying on BC and E is the foot of the perpendicular from C to AD, then (area of ABC)/(area of CDE) is equal to

33. In triangle ABC, AC=3AB.If AD bisects angle A with D lying on BC a

1.	33. In triangle ABC, AC=3AB.If AD bisects angle A with D lying on BC and E is the foot of the perpendicular from C to AD, then (area of ABC)/(area of CDE) is equal to
Answer» 33. In triangle ABC, AC=3AB.If AD bisects angle A with D lying on BC and E is the foot of the perpendicular from C to AD, then (area of ABC)/(area of CDE) is equal to