Решите неравенство: \(\frac{2}{|x-1|}+\frac{3}{|x+1|}\ge\frac{7}{x^2-1}.\) \((\infty; -1)\) \((-1; 1)\) \([1,6; +\infty)\) \([-1; 1]\) \((-1; 1,6]\) (1; 1,6]

Задание

Решите неравенство: \(\frac{2}{|x-1|}+\frac{3}{|x+1|}\ge\frac{7}{x^2-1}.\)

\((\infty; -1)\)
\((-1; 1)\)
\([1,6; +\infty)\)
\([-1; 1]\)
\((-1; 1,6]\)
(1; 1,6]