Problem

Graph each system of inequalities. See Examples 4…

Problem 22 Easy Difficulty

Graph each system of inequalities. See Examples 4– 6.
$$
\begin{aligned}
&3 x-y>-6\\
&4 x+3 y>12
\end{aligned}
$$

Answer

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Precalculus

Algebra

Beginning and Intermediate Algebra

Chapter 13

Nonlinear Functions, Conic Sections, and Nonlinear Systems

Section 5

Second-Degree Inequalities and Systems of Inequalities

Discussion

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Video Transcript

testing the question. Why call to excess choir plus X minus six? So let's compare with this tuna equation X squared plus B x plus e So a sickle toe one people toe one and sequel to negative six. Okay, so what? This is going to be, by the way? Okay, it's observed the value. Negative one. You were about to dance one that's equal to negative 1/2. So let's up Security in the equation like everyone have square plus negative one by two on my mistakes. So the find solution a one by four. My has gone by two under six. That is a portal and you're 25 by for So the work it's is 91 half. I want you to 25 by four. Okay, let's find the X intercept for the equation. So substitute why I called zero into the region. So x Esquire plus X minus six according zero. So this will be come X blustery and X minus two. So the work took the express dissent is negative to home. Zero on negative 3.0 and two homers. You the accent is that no one close up X equal to zero so substitute X into the question X equal to zero. Why equal to negative six The Y intercept, please. A little common negative is over. Finally graph. You can see that they weren't explained. Why enters have access percent? You're thinking, you know, Let's take another question instead of freeze embolism, you know. Good. Then zero split duplicity minus. It's their own credit and negative six. This point comes under the freezer but isn't the point. It's still the next equation. Why could do X plus three? So we compared with later equation program X plus B Okay, So and is a slow which is equal to one be the y intercept that is it for 23 So zero. Let's find the resemble reasons you realize them Europe less than zero Innocenti. That is true that 00.0 come to resemble No feasible is so final graph. We this one, This is going to resemble reason

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