[" 14.If "AD" and "BE" are altitudes of a "/_ABC" and "],[AE=BD," then "]

In the given figure, BD and CE are the altitudes of triangle ABC such that BD = CE, then angleDCB=

In the given figure, BD and CE are the altitudes of triangle ABC such that BD = CE, then DeltaCBD is congruent to

In Figure,AD and BE are respectively altitudes of ABC such that AE=BD .Prove that AD=BE .

AD and BE are respectively altitudes of triangle ABC such that AE=BD. Prove that AD=BE.

In a ABC,quad BD and CE are the altitudes. Prove that ADB and AEC are similar.Is CDBBEC?

In the adjacent figure, BD and CE are altitudes of Delta ABC such that BD = CE Is angle DBC = angle ECB ? Why or why not

AD and BE are respectively altitudes of triangleABC such that AE=BD. Prove that AD=BE

In adjoining figure, in DeltaABC , seg AD and seg BE are altitudes and AE = BD. Prove that seg AD = seg BE.

AD, BE and CF are altitudes of triangle ABC. If AD = BE = CF, prove that triangle ABC is an equilateral triangle.

AD and BE are respectively altitudes of an isosceles triangle ABC with AC=BC . Prove that AE=BD