Solve a linear inequality with graphs Algebra I

Solve the following linear inequalities using the given graph.

6-3x ≤ -12

The set of solutions is [6,\infty).

The set of solutions is (-\infty,6].

The set of solutions is [−6,\infty).

The set of solutions is (-\infty,−6].

2x-4 \le -2

The set of solutions is [1,\infty).

The set of solutions is (-\infty,1].

The set of solutions is [−1,\infty).

The set of solutions is (-\infty,−1].

4x-6 \le x

The set of solutions is [2,\infty).

The set of solutions is (-\infty,2].

The set of solutions is [−2,\infty).

The set of solutions is (-\infty,−2].

5x-24 \ge -x

The set of solutions is [4,\infty).

The set of solutions is (-\infty,4].

The set of solutions is [−4,\infty).

The set of solutions is (-\infty,−4].

2x-3 \ge -1

The set of solutions is [1,\infty).

The set of solutions is (-\infty,1].

The set of solutions is [−1,\infty).

The set of solutions is (-\infty,−1].

1-4x \ge -3

The set of solutions is [1,\infty).

The set of solutions is (-\infty,1].

The set of solutions is [−1,\infty).

The set of solutions is (-\infty,−1].

3x-5 \ge 4

The set of solutions is [3,\infty).

The set of solutions is (-\infty,−3].

The set of solutions is [−3,\infty).

The set of solutions is (-\infty,3].