in Δ ABC seg BD is perpendicular draw on side AC
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HEY MATE,
→ In triangle ABC, segment BD is perpendicular to the side AC and segment DE is perpendicular to side BC.
→ In ΔBDC and ΔBDE, we have
→ ∠1=∠2 (90°)
→ ∠DBC=∠DBE(Common)
→ Therefore, by AA similarity,
→ ΔBDC ≅ΔBDE,
→By similarity of triangles,
→ BE/BD = BE/ DC
→ BE x BC = BD X DE
→ HENCE PROVED THANK YOU
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