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GRAPHING DATA CHECKLIST |
STEPS TO FOLLOW: Printable Version of page
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2. Decide what information will go on the abscissa (X-axis, horizontal
axis) and what information will go on the ordinate (Y-axis, vertical axis). a. If the problem tells you what to put where, do so. b. If you must decide: Put the dependent variable on the Y-axis and the independent variable on the X-axis. |
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3. Place a zero at origin of graph. The origin is the junction of the X
and Y-axes. (Note: This is not appropriate for all graphs, but will be many of the graphs we will run into here). |
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4. Examine the data values for the X-axis. What is the biggest number
you must "squeeze" onto the graph? Decide the value of one space on the graph (maybe one space = 1 g. or one space = 5 g.) Decide on appropriate spacing by considering the following: a. You must be able to plot all of your values. b. Your graph must cover as much of the page as possible. c. Decimal values should be easy to plot. (For example, if you let one space equal 3 grams, you would have a hard time trying to plot 3.34 grams.) Do similar reasoning for the Y-axis.
NOTE: As you look at the X-axis, each space must be of equal value. |
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5. Put the numbers you have decided upon along the X and Y-axes. Place numbers on each axis so that they may be read without turning the paper. You do not need to label each division. |
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6. Label each axis (temperature, time, or guys dated per month.) The
label on the vertical axis should be placed so that it can be read when the paper is turned 90° clockwise. |
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| 7. Put units on axes. (oC , grams, liters) | |||
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8. Plot corresponding data values (one point, for each set of values).
Make a small dot at the proper graph position to mark the point, and then surround the dot with a small circle so the point will not be lost. Triangles, squares, etc., can be used to surround points for a second, third, etc., line on the same graph. |
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9. If the points lie along a straight line, use a ruler to draw an
average line. If the points look more like a curve, draw in a smooth average curve using a French Curve or do it free hand with a smooth continuous curve. Do not just connect the dots. An average line is one where some points may fall above; others may fall below the line. |
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10. Title the graph - usually at the top somewhere. The title should
state in words, not abbreviations, the dependent variable as a function (vs) of the independent variable. Ex: Acceleration vs Time. Other relevant information may make your title more complete. Ex: Acceleration of a Ford Bronco on a Level Track vs Elapsed time at 25° C and 1 Atm Pressure |
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Sample graphs
Cooling Curves: Temperatures of Benzophenone and Mixtures vs Time
Average Velocity of a Glider on an Inclined Airtrack as a Function of Time
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