In a triangle ABCD and E are two points respectively on sides AB and AC such that triangle ADE is

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in a triangle ABCD and E are two points respectively on sides AB and AC such that triangle ADE is similar to triangle ABC.DE divides triangle ABC into two parts , in the ratio of 1:2 in terms of area ,of which, areaa of triangle ADE is smaller than the area of quadrilateral DBCE, find BD,if AB=15 cm.
please guys explaian indetail,thanks in advance: Asked In Others mohan lal garg (10 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

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Latest Others Aptitude Question SOLUTION: in a triangle ABCD and E are two points respectively on sides AB and AC such that triangle ADE is similar to triangle ABC.DE divides triangle ABC into two parts , in the ratio of 1

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Latest Others Aptitude Question SOLUTION: in a triangle ABCD and E are two points respectively on sides AB and AC such that triangle ADE is similar to triangle ABC.DE divides triangle ABC into two parts , in the ratio of 1

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