Brooks Martin
06/21/2023 · Elementary School
Soit la fonction définie par : \[ f(x)=\frac{|x|+1}{2|x|-3} \] t \( \left(C_{f}\right) \) sa courbe de \( f \) dans le repère \( (O, \vec{i}, \vec{j}) \) orthonormé. Montrer que \( \left(C_{f}\right) \) est symétrique par rapport a l'axe des ordonné
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لإثبات تماثل المنحنى بالنسبة لمحور الصادات، يجب التحقق من \( f(-x) = f(x) \). بعد الحساب، نجد أن \( f(-x) = f(x) \)، مما يعني أن المنحنى متماثل بالنسبة لمحور الصادات.
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