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Graphing
Linear Equations: Plotting Sections: Making a T-chart, Plotting the points and drawing the line, Examples Now that you have your points, you need to draw your axes. REMEMBER TO USE YOUR RULER! If you don't use a ruler, you will have messy axes and inconsistent scales on the axes, and your points will NOT line up properly. Don't "fake it" with your graphs. Get in the habit now of drawing neatly. It will save you so much trouble down the line! (And, no, using graph paper is not the same as, nor does it replace, using a ruler!) Also, make sure you draw your axes large enough that your graph will be easily visible. That means that, on a standard-sized sheet of paper, you will be able to fit two or three graphs on a page. If you can fit more than three graphs on one side of a sheet, then you're probably drawing them too small. Copyright © Elizabeth Stapel 2006-2008 All Rights Reserved
Remember that the arrows indicate the direction in which the values are increasing. Your book (and even your teacher) may draw things incorrectly, but that's no excuse for you. Arrows go on the upper numerical ends of each axis, and NOWHERE ELSE. Once I've drawn my axes, I have to label them with an appropriate scale. "Appropriate" means "one that is neat and that fits the numbers I'm working with". For instance, considering the values I'm working with, I'll count off by ones. But if I were doing a graph for a word problem about government waste, I would probably count off by hundred thousands or maybe by millions. Adjust the scales and axes to suit the case at hand. And ALWAYS use a ruler to make sure that your tick-marks are even!
Note that I've made every fifth tick-mark a bit longer. This isn't a rule, but I've often found it helpful for counting off the larger points. It's just a stylistic hint.
I'm not kidding; people really hand in "work" that looks like this. Please don't be one of those people!
Since these are all straight lines (being "linear" equations), you might as well use your ruler for this part, too! The drawing is your answer. Once you've connected your dots, you're done with the exercise. << Previous Top | 1 | 2 | 3 | 4 | Return to Index Next >>
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Copyright © 2006-2008 Elizabeth Stapel | About | Terms of Use |
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