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Se considera limita
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(eroare: eq.0/48622)$\frac{S_{\Delta A^{`} B^{`} C_{`}}}{S_{\Delta \A B C}}\$, stiind ca pe laturile triunghiului ABC se iau punctele (eroare: eq.1/48622)$A1\in \(BC), B1\in \(CA), C1\in \(AB) $ a.i. (eroare: eq.2/48622)$\frac{BA_{1}}{BC}=\frac{CB_{1}}{CA}=\frac{AC_{1}}{AB}=\frac{1}{n}, n> 2, AA_{1}\cap BB_{1}={B}', BB_{1}\cap CC_{1}={C}'\, CC_{1}\cap AA_{1}={A}'$
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