Решите неравенство: \[{2x+6<3-x}.\] \[x\in(-\infty; -1)\] \[x\in[-\infty; -1]\] \[x\in(-1; \infty)\] \[x\in[-1;\infty)\] \[x\in(-\infty; -1]\]

Задание

Решите неравенство:

\[{2x+6\lt 3-x}.\]

\[x\in(-\infty; -1)\]
\[x\in[-\infty; -1]\]
\[x\in(-1; \infty)\]
\[x\in[-1;\infty)\]
\[x\in(-\infty; -1]\]