Решите неравенство: \[{3x+1\ge2x-3}\] \[x\in[-4;\infty)\] \[x\in(-4;\infty)\] \[x\in[4;\infty)\] \[x\in(4;\infty)\] \[x\in(-\infty;4]\] \[x\in(-\infty;4)\] \[x\in(-\infty;-4]\]

Задание

Решите неравенство:

\[{3x+1\ge2x-3}\]

\[x\in[-4;\infty)\]
\[x\in(-4;\infty)\]
\[x\in[4;\infty)\]
\[x\in(4;\infty)\]
\[x\in(-\infty;4]\]
\[x\in(-\infty;4)\]
\[x\in(-\infty;-4]\]