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given: DB⊥BC, DE⊥AB and AC⊥BC.
to prove: BE/DE = AC/BC
proof: in ΔDEB and ΔBCA
∠DEB = ∠BCA (90°)
∠DBE = ∠BAC (a.i.a)
∴ΔDEB≈ΔBCA (AA rule)
∴BE/AC = DE/BC ( corresponding sides of similar triangles are . proportional)
∴ BE/DE = AC/BC
HENCE PROVEN!!!!!!!!!!!
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