Question

How would you graph the solution set of x/6 ≤ -18?closed circle on -3 and shaded to the leftclosed circle on -108 and shaded to the leftclosed circle on -3 and shaded to the rightclosed circle on -108 and shaded to the right

Answer 1

closed circle on -108 and shaded to the left

Step-by-step explanation:

Here, we want to get how to graph the solution set

We start by solving for the value of x:

`\begin{gathered} (x)/(6)\text{ }\leq\text{ -18} \\ \\ x\leq\text{ 6 }*\text{ -18} \\ x\leq\text{ -108} \end{gathered}`

The value we are having is simply less than -108

This means we are considering values that are to the left of -108

In that regard, we are going to place a circle on -108.

Now, we are also going to have the circle shaded.

The reason for this is that we are having an equality sign attached to the inequality

Finally, we shade the values left of -108 since they are the values we are concerned with

Thus, the correct answer choice here is :

closed circle on -108 and shaded to the left