Решите неравенство \({\dfrac{3x-2}{x+1}\geqslant \dfrac{3x+4}{x+2}.}\) \({\left(-\infty;-2\dfrac{2}{3}\right] \cup (-2;-1)}\) \({\left(-\infty;-2\dfrac{2}{3}\right) \cup (-2;-1)}\) \({\left[-2\dfrac{2}{3};-1\right)}\) \({{\left[-2\dfrac{2}{3};-1\right]}}\)

Задание

Решите неравенство
\({\dfrac{3x-2}{x+1}\geqslant \dfrac{3x+4}{x+2}.}\)

\({\left(-\infty;-2\dfrac{2}{3}\right] \cup (-2;-1)}\)
\({\left(-\infty;-2\dfrac{2}{3}\right) \cup (-2;-1)}\)
\({\left[-2\dfrac{2}{3};-1\right)}\)
\({{\left[-2\dfrac{2}{3};-1\right]}}\)