In Exercises 27–62, graph the solution set of each system of ineq...

Question

In Exercises 27–62, graph the solution set of each system of inequalities or indicate that the system has no solution. −2≤x<5

Accepted Answer

Consider the following system of inequalities, negative five is less than X, which is less than equals to three when the graph the solution set or see if there's no solution. So I've graphed it here now we notice we have negative five less than X. Or other words X is greater than negative five and we have X less than equal to three. Our answer will then be the shaded region between these two lines. These are vertical lines, X equals three and X equals negative five. Now, let's see if we can find the graph that looks similar to our graph here. We have a data line at -5, a solid line at three And we have the reason between them shaded photograph A. We have X equals negative five here. X equals three. I believe that graph is a Let's check the irish. Just to be safe for B. We have X is negative three and X is equals to find That one is not our graph. Same thing for graphs. See those are actually the wrong axes. These are actually why it goes three and why it goes negative five and it's not no solution because we can tell by a graph that there is some solution. This means our answer is the answer. A Okay, I hope to help you solve the problem. Thank you for watching. Goodbye

In Exercises 27–62, graph the solution set of each system of inequalities or indicate that the system has no solution. −2≤x<5

Key Concepts

Inequalities

Graphing Inequalities

Solution Sets

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