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thatki3m_kut3

[TEX]Ke IK\perp AB (K\in \ AB).Ta co \triangle AIK \sim \ \triangle ADB[/TEX]
\Rightarrow[TEX]\frac{AI}{AB}=\frac{AK}{AD} \Rightarrow \ AI.AD=AK.AB (1)[/TEX]
[TEX]\triangle BIK \sim \ \triangle BAC\Rightarrow \ \frac{BI}{AB}=\frac{BK}{BC} \Rightarrow \ BI.BC=BK.AB (2)[/TEX]
[TEX]Tu (1), (2) \Rightarrow \ AI.AD+BI.BC= AB(AK+KB) = AB^2=4r^2[/TEX]
 
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