Question

In two or more complete sentences, describe how you would draw the graph of the solution set for the following inequality.

-3m+18 < 30

Answer 1

-To draw the inequality graph, we draw a number line with value ranging from 0 to -4 towards the left side of the line

-Then we draw a line towards the right of the number line starting from -4 digit on the number line. We draw towards the right because the resulting inequality sign is greater than.

Explanations:

Given the inequality function

-3m+18<30

Before we can draw the graph, we need to find the value of m.

Explanation:

Answer 2

-To draw the inequality graph, we draw a number line with value ranging from 0 to -4 towards the left side of the line

-Then we draw a line towards the right of the number line starting from -4 digit on the number line. We draw towards the right because the resulting inequality sign is greater than.

Explanations:

Given the inequality function

-3m+18<30

Before we can draw the graph, we need to find the value of m.

First we bring 18 to the other sides

-3m<30-18

-3m < 12

Dividing both sides by -3 we have;

-3m/-3>12/-3 (dividing both sides of an inequality with a negative sign changes the sense of the inequality sign)

m>-4.

-To draw the inequality graph, we draw a number line with value ranging from 0 to -4 towards the left side of the line

-Then we draw a line towards the right of the number line starting from -4 digit on the number line. We draw towards the right because the resulting inequality sign is greater than.