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In Exercises $31-40,$ use a grid 10 squares wide and IO squares high to plot the given coordinates. Choose your scale carefully. Scales may vary.
$$
(750,-8),(-150,17),(400,32)
$$

Three points on this graph. Scaler axes appropriately to do so. So I'm gonna scale the X axis by 25. So those B 25 50 and so on. This is negative. 25. That's native 100 then negative 1 50 And then we'll scale are y axis by 100 since is 100 234 500 the top. And then this will be negative. 100 2345 since negative 500 down there. So our first point is negative. 83 comma, 491. So we'll go to negative 83. That's roughly right there and then go up to 491 Right there. Next is negative. 124 common negative 95. So right here and then down to negative 95 right there. And then finally 54 common. Negative to 38. So 50 fours right there. Negative to 38. That's 200. That's roughly 2 38 So 54 common negative to 38 and that's it.

All right, So we're giving this table values where? X give us X 12345 and six. And they give us the corresponding function values at each point. And we were asked to make a scatter plot of this data. Uh, miss those table I have here should be given to you, So feel free to consult your book. I know. Mine's kind of crammed on here. Um, so our first of points at one. So if you mind, Mr. Is not started. Zero. So it's about 1000. So we'll say that data point is here. Our next one is roughly one and 1/2 1000. So slight increase, but not much. Our next one is 2300. So larger increase. Still not huge. The nice one is almost up by 1000. That'll increase is more. Our next one goes up by about 1000 1/2 gallon Christine Moore, and the last one goes up by almost 2000. Sound causes more, so you'll see from the data. Um, I have here is going to give us this our king function or an exponential function. So that be a rough sketch? If you want to get more precise with it, you can put it into a calculator or all software. So why did that? Using computer software. This is the scatter plot I got. I got out of it. Um, it's your ex values there on your wife values. So I just plug these values and for what is given you see, it does have that curve it. Sure, like I was talking about, um, on the previous page, How does curve upward and arc for us? So but yes. So if you just put in new calculator or into a computer software like XL, um, you go ahead and draftees on, you should be able to do it by hand to not as accurate, obviously, But like I did in the first place, you should get a friend kind of like this. So you should always build visualized the graph before putting into calculator or software. So you have a rough idea of how it's going to look

Three points. Need to plot on this graph. We need to scale our axes appropriately so that it fits on this 10 by 10 grid. We're going to scale our X axis by twos. It was 2468 We'll scale are Why access differently? For why? Axis? I think it makes sense to go by at least 10 if not more. I think we're to go by 15 just to be sure this is gonna be negative. 15 to be 15 30 45 60 75 90. This is just so we can fit. Um, you know everything on on the grid. Our first point is negative. One comment aged 83. So we'll go left one right there and go up to 83 which is right about there. That's negative. One comment. 83 up. Next is negative. Five common. Negative. 14. We'll go left five and down almost to that line. That's negative. Five common negative. 14. And then finally we have five comma. 30 sevens will go right. Five and up. 37. That's it.

Three points. T go on a graph were constrained by the fact that it's only a 10 by 10 grid. So we need to choose the correct axes to be able to fit all these points on the graph on the X axis will go by twos that we make 10 right there. 12 14 16 on the Y Axis will go by streets. That's negative. Three. Negative six. Let's be 369 12 15 Um, and so on. So our first point is negative. 10. Common negative four. So left 10 and down for right there. Our next point is negative. 16 comma seven. Soto left 16 and up. Seven right there and finally three comma 15. So to the right. Three and up 15 That's it.


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