Решите неравенство: \[{-2x+4\ge0}\] \[x\in(-\infty; 2]\] \[x\in(-\infty; 2)\] \(x\in[2;\infty)\) \(x\in(2;\infty)\) \[x\in(-2;\infty)\] \[x\in(-\infty; -2]\]

Задание

Решите неравенство:

\[{-2x+4\ge0}\]

\[x\in(-\infty; 2]\]
\[x\in(-\infty; 2)\]
\(x\in[2;\infty)\)
\(x\in(2;\infty)\)
\[x\in(-2;\infty)\]
\[x\in(-\infty; -2]\]