In a right angle triangle right angled at
b. bd is perpendicular to ac prove bd^2=ad.cd
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In triangles BAD and CBD,
angle ADB = angle CDB [90 degrees] (A)
angle BAD = angle DBC (A)
Thus, triangle BAD is similar to triangle CBD by AA criterion
=> BD/CD = AD/BD [cpst]
On cross-multiplication,
=> BD2 = DC.AD
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