MODEL 01
|
\(\triangle \textbf{BDA} \sim \triangle \textbf{BAC}\)
\(\dfrac{\textbf{BD}}{\textbf{BA}} = \dfrac{\textbf{BA}}{\textbf{BC}}\) \(\textbf{BA}^2 = \textbf{BD} \times \textbf{BC}\)
$$\bbox[yellow, 5px, border: 2px solid red] {\textbf{AB}^2 = \textbf{BD} \times \textbf{BC}}$$ |
MODEL 02
|
\(\triangle \textbf{CDA} \sim \triangle \textbf{CAD}\)
\(\dfrac{\textbf{CD}}{\textbf{CA}} = \dfrac{\textbf{CA}}{\textbf{CB}}\) \(\textbf{CA}^2 = \textbf{CD} \times \textbf{CB}\)
$$\bbox[yellow, 5px, border: 2px solid red] {\textbf{AC}^2 = \textbf{CD} \times \textbf{CB}}$$ |
MODEL 03
|
\(\triangle \textbf{BDA} \sim \triangle \textbf{ADC}\)
\(\dfrac{\textbf{DA}}{\textbf{DC}} = \dfrac{\textbf{DB}}{\textbf{DA}}\) \(\textbf{DA}^2 = \textbf{DB} \times \textbf{DC}\)
$$\bbox[yellow, 5px, border: 2px solid red] {\textbf{AD}^2 = \textbf{DB} \times \textbf{DC}}$$ |