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Logarithmic Inequality
Řeš v \( \R \) nerovnici:
\( \large \log x + \log \left( x-3\right) \geq 1 \)
\( x \geq 6 \)
\( K = \left \langle 6;\ \infty \right ) \)
\( x \geq 4 \)
\( K = \left \langle 4;\ \infty \right ) \)
\( x \geq 2 \)
\( K = \left \langle 2;\ \infty \right ) \)
\( x \geq 5 \)
\( K = \left \langle 5;\ \infty \right ) \)