QuestionGraph the solution for the inequality $x \geq -5$ .

Studdy Solution

STEP 1

Assumptions1. The inequality is given as $x \geq -5$ . We are to graph the solution of this inequality

STEP 2

To graph the solution to this inequality, we need to first understand what it represents. The inequality $x \geq -5$ means that $x$ is greater than or equal to $-5$ .

STEP 3

On a number line, locate the point corresponding to $-5$ . This is the boundary of our solution set.

STEP 4

Since the inequality is $x \geq -$ , we include $-$ in our solution set. To represent this on the number line, we draw a closed circle at $-$ .

STEP 5

The inequality $x \geq -5$ includes all numbers greater than $-5$ . So, we shade the number line to the right of $-5$ to represent this.
The graph of the solution to the inequality $x \geq -5$ is a number line with a closed circle at $-5$ and shading to the right of $-5$ .

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