Question

Inequality notation of
-6x - 5≤-23

Answer 1

`[3, \infty)`

Explanation:

`-6x-5\leq -23`

Add 5 to both sides.

`-6x\leq -23+5`

Solve.

`-6x\leq -18`

`(-6x)/(-6) \geq (-18)/(-6) \\`

`x\geq 3`

Change to inequality interval.

`[3, \infty)`