Решите неравенство \[x^2(x+7)^3(x+5)^4<0\] \[(-\infty;-7)\cup(-5;+\infty)\] \[(-7;-5)\cup(0;+\infty)\] \[(-\infty; -7)\] \[(-\infty;-7)\cup(-5;0)\]
Задание

Решите неравенство

\[x^2(x+7)^3(x+5)^4\lt 0\]

  • \[(-\infty;-7)\cup(-5;+\infty)\]

  • \[(-7;-5)\cup(0;+\infty)\]

  • \[(-\infty; -7)\]

  • \[(-\infty;-7)\cup(-5;0)\]