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$\Lambda$ golfer is videotaped and then has her swing displayed on a computer monitor so that it can be analyzed. Give the coordinates of the three highlighted puints in red.(FIGURE CANNOT COPY)
(6,10)(-7,4.5)(-5,11)
Algebra
Chapter 3
Graphing Linear Equations and Inequalities in Two Variables; Functions
Section 1
Graphing Using the Rectangular Coordinate System
Graphs and Statistics
Equations and Inequalities
Linear Functions
Systems of Equations and Inequalities
Oregon State University
McMaster University
Harvey Mudd College
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okay, here. We want to actually figure out the coordinates of the highlighted golf swings, so you'll want to look really closely at the diagram. I want to point out that all the unit measures along the X and Y axis every time you see a tick mark or a new box, it's exactly one unit. So they've marked off negative three, which I have right here and six for us as well as positive three and six as well as negative three and negative six. And then they have us going all the way up to 12. So I included a little bit more. But I have gone ahead and plotted those highlighted points exactly where they are. If you were to take it on to a grid without the golfer in the picture, this is just the great itself. So we need to figure out what those highlighted points are. Let's start in the first quadrant looking at this point right here, and I know that that is right here on the X value of six. And it also happens to be on the Y value of tens. One point is 6 10 This point will look at next on the second quadrant, that tall one in the second quadrant. So that happens to be right between negative six and negative four. Which means it's that negative five for my ex value and then height wise, we can see that this is 10 and this is 12. It's right smack in the middle, so that's negative. 5 11 So, for a last point, well, look where this is. It's right between negative six and negative eight. So that's negative. Seven. But it's kind of at a funky point, so if you look directly across to where it's hitting on the Y axis, it's based on my scale. This is five, and this is four, so this would have to be 4.5. And those are the three points for this golfer swing that we needed to figure out
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