in figure angle D= angle E and AD/DB= AE/EC,Prove that BAC is an isosceles triangle.#triangles

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In the adjoining figure, ∠D =∠E and AD/DB=AE/EC, prove that ΔBAC is an isosceles triangle.In the adjoining figure, ∠D =∠E and AD/DB=AE/EC, prove that ΔBAC is an isosceles triangle.
in the given figure angle ADE = angle ACD and AD/DB = AE/EC prove that the triangle ABC is an isoscein the given figure angle ADE = angle ACD and AD/DB = AE/EC prove that the triangle ABC is an isosce
20. In Figure angle d= angle e , prove that BAC is an isosceles triangle.20. In Figure angle d= angle e , prove that BAC is an isosceles triangle.
In the given figure, `(AD)/(DB)=(AE)/(EC) and angle ADE=angleACB`. Prove thatIn the given figure, `(AD)/(DB)=(AE)/(EC) and angle ADE=angleACB`. Prove that
in the given figure angle ADE =angle ACB and AD/DB=AE/EC. prove that ABC is an isosceles triangle.in the given figure angle ADE =angle ACB and AD/DB=AE/EC. prove that ABC is an isosceles triangle.
📐 type of triangle 📐📐 type of triangle 📐
In the given figure, AD/DB=AE/EC and ∠ADC = ∠ ACB. Prove that ∆ABC is isosceles.In the given figure, AD/DB=AE/EC and ∠ADC = ∠ ACB. Prove that ∆ABC is isosceles.
Congruent legs and base angles of isosceles triangles | Congruence | Geometry | Khan AcademyCongruent legs and base angles of isosceles triangles | Congruence | Geometry | Khan Academy