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Definiční obor funkce g(x)
Urči definiční obor následující funkce:
\( \large g\left( x\right) = \sqrt {\Large \frac{2-3x}{x^2}\large } \)
\( \large D\left( g\right) = \left( -\infty;0\right) \cup \left( 0;\Large \frac{3}{2}\large \right \rangle \)
\( \large D\left( g\right) = \left( -\infty;0\right) \cup \left( 0;\Large \frac{2}{3}\large \right \rangle \)
\( \large D\left( g\right) = \left( -\infty;0\right) \cup \left( 0;\Large \frac{1}{3}\large \right \rangle \)
\( \large D\left( g\right) = \left( -\infty;0\right) \cup \left( 0;\Large \frac{5}{3}\large \right \rangle \)