Решите неравенство \(\frac{(2-x)(3-x)}{(3x-9)(x+6)(2x-10)} \geqslant 0.\) \((-6; 2] \cup (5; +\infty)\) \((-\infty; -6] \cup [2; 5]\) \((-\infty; -6) \cup [2; 3) \cup (5; +\infty)\) \((-\infty; -6) \cup [2; 3] \cup (5; +\infty)\) \((-\infty; -6) \cup [2; 3) \cup (3; 5)\) \((-6; 2] \cup [3; 5)\) \((-6; 2] \cup (5; +\infty)\)

Задание

Решите неравенство \(\frac{(2-x)(3-x)}{(3x-9)(x+6)(2x-10)} \geqslant 0.\)

\((-6; 2] \cup (5; +\infty)\)
\((-\infty; -6] \cup [2; 5]\)
\((-\infty; -6) \cup [2; 3) \cup (5; +\infty)\)
\((-\infty; -6) \cup [2; 3] \cup (5; +\infty)\)
\((-\infty; -6) \cup [2; 3) \cup (3; 5)\)
\((-6; 2] \cup [3; 5)\)
\((-6; 2] \cup (5; +\infty)\)