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Definícia oboru funkcie
Urč definičný obor funkcie:
\( \normalsize c:y=\log\left(\left|5x\right|-11\right) \)
\( \normalsize\left(\frac{11}{5};\infty\right)\cup\left\langle-5;\infty\right)=\left(\frac{11}{5};\infty\right) \)
\( \normalsize\left(-\infty;\frac{11}{5}\right)\cup\left\langle0;\infty\right)=\left(-\infty;\frac{11}{5}\right) \)
\( \normalsize\left(\frac{11}{5};\infty\right)\cup\left\langle0;\infty\right)=\left(\frac{11}{5};\infty\right) \)
\( \normalsize\left(\frac{11}{5};\infty\right)\cup\left\langle0;5\right)=\left(\frac{11}{5};\infty\right) \)