Problem

Plot each point: $(4,4),(0.5,-3),(-3.9,-3.2),(0,-…

02:26

Problem 17 Medium Difficulty

Plot each point:
$(-3,4),(4,3.5),\left(-2,-\frac{5}{2}\right),(0,-4),\left(\frac{3}{2}, 0\right),(2.7,-4.1)$

Answer

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Algebra

Elementary and Intermediate Algebra

Chapter 3

Graphing Linear Equations and Inequalities in Two Variables; Functions

Section 1

Graphing Using the Rectangular Coordinate System

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Video Transcript

for this problem. We're being asked Plot several points, and I'm gonna go ahead and plot them all on the same grid, so I'll just start listing them as we go. I'm gonna start with the point. Negative. 34 Okay. Remember that. I always want to go from the origin and that negative three is gonna tell me that I'm going to the left. Negative three. So that'll put me here and I want to go up for so I'm gonna go ahead and label that right here. It's negative. Three four. Okay. Next I'm gonna change colors here, and I'm gonna plot the next point it's asking me for which is four 3.5. So this means started the origin. And this time you want to go four to the right and then 3.5 up. So that's halfway between three and four, which is about right here. And the label. That guy, that's 43.5. Next, let's change colors again. I'm going to plot the point. Negative, too. Negative. Five halfs. Okay. So negative to me and started the origin, but go to to the left and negative 5/2. Is this saying it. Samos Negative. 2.5. So I'll go down to about here from that is negative, too. Negative. Five halfs. Okay, change colors again. Now I'm going to plot zero negative for Okay, so this is gonna be on an axis because of that zero. And it means you're never gonna go left to right. But you are going to go for down. So that is zero negative, for next point is three halfs, zero k. So this one is also gonna be open access. But this time I'm gonna move 3.5 to the right first, and then I'm never going to go up or down. So that is 3/2 0 Then for my last point, I have 2.7 negative. 4.1, Okay, 2.7. Thats not gonna be precise on the Screwed because of the way I have my grid split up. It's broken in 2/5 so we'll do the best that we can hear in approximate. And what covers your butt is you labeling it. So we're gonna go to 0.7, which is not quite 3/4 about right here, and then I need to go down to 4.1, going negative direction. So 1234.1 It's just a little beyond it. So I put it right here and again. The way you make sure you're good to go is you label that point. And that way, if you're a little bit off, but you're still close to where you need to be, you're good to go. So those are the plotted points? Yeah.

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